From 05a8f1db0245463eb02220b2d6fb1e7bc66b57f4 Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Thu, 16 Jul 2026 13:13:20 +0200 Subject: [PATCH 01/16] Fix loading of legacy scans with float waveform indices and lens fields Some legacy (pre-v0.1.0) jaxus-style files store scan/tx_waveform_indices as float64; legacy_scan used them directly to index the per-waveform dataset lists, raising an IndexError. Cast them to int before indexing, and remove a stray unassigned np.stack(...) line that would raise a NameError for files that only contain two-way waveforms. The same files may also carry lens parameters (lens_correction, lens_thickness, lens_sound_speed) in the scan group; the current format keeps lens parameters with the probe, so drop them instead of failing ScanSpec validation with an unexpected-keyword error. Co-Authored-By: Claude Fable 5 --- tests/data/test_file.py | 48 +++++++++++++++++++++++++++++++++++++++++ zea/data/legacy_file.py | 10 ++++++++- 2 files changed, 57 insertions(+), 1 deletion(-) diff --git a/tests/data/test_file.py b/tests/data/test_file.py index 8432c5986..f56b060e4 100644 --- a/tests/data/test_file.py +++ b/tests/data/test_file.py @@ -2094,6 +2094,54 @@ def test_scalar_scan_fields_ignored(self, legacy_file): spec = f.validate_spec() # would raise if scalars caused unexpected-kwarg errors assert spec.scan is not None + def test_float_tx_waveform_indices(self, tmp_path): + """Legacy files storing ``tx_waveform_indices`` as floats load correctly. + + Some legacy files store the waveform indices as float64; they are used + to index the per-waveform dataset list, so they must be cast to int. + """ + path = tmp_path / "legacy_float_waveform_indices.hdf5" + n_frames, n_tx, n_el, n_ax, n_ch = 1, 3, 4, 16, 1 + waveform = np.hanning(32).astype(np.float32) + + with h5py.File(path, "w") as f: + f.attrs["probe"] = "generic" + f.attrs["description"] = "legacy file with float tx_waveform_indices" + data_group = f.create_group("data") + data_group.create_dataset( + "raw_data", + data=np.zeros((n_frames, n_tx, n_ax, n_el, n_ch), dtype=np.float32), + ) + scan = f.create_group("scan") + scan["probe_geometry"] = np.zeros((n_el, 3), dtype=np.float32) + scan["sampling_frequency"] = np.float32(30e6) + scan["center_frequency"] = np.float32(5e6) + scan["sound_speed"] = np.float32(1540.0) + scan["initial_times"] = np.zeros(n_tx, dtype=np.float32) + scan["t0_delays"] = np.zeros((n_tx, n_el), dtype=np.float32) + scan["tx_apodizations"] = np.ones((n_tx, n_el), dtype=np.float32) + scan["focus_distances"] = np.full(n_tx, np.inf, dtype=np.float32) + scan["polar_angles"] = np.zeros(n_tx, dtype=np.float32) + scan["azimuth_angles"] = np.zeros(n_tx, dtype=np.float32) + scan["n_frames"] = np.int64(n_frames) + scan["n_tx"] = np.int64(n_tx) + scan["n_ax"] = np.int64(n_ax) + scan["n_el"] = np.int64(n_el) + scan["n_ch"] = np.int64(n_ch) + # The regression targets: float indices into the waveform lists, + # and jaxus-style lens fields in the scan group. + scan["tx_waveform_indices"] = np.zeros(n_tx, dtype=np.float64) + scan["lens_correction"] = np.float64(1.0) + scan["lens_thickness"] = np.float64(1e-3) + scan["lens_sound_speed"] = np.float64(1000.0) + scan.create_group("waveforms_one_way")["waveform_000"] = waveform + scan.create_group("waveforms_two_way")["waveform_000"] = waveform + + with File(path) as f: + parameters = f.load_parameters() + assert parameters.waveforms_two_way.shape == (n_tx, waveform.size) + np.testing.assert_array_equal(parameters.waveforms_two_way[0], waveform) + class TestCustomElements: """Tests for storing/loading :class:`CustomElement` objects via the ``custom`` key.""" diff --git a/zea/data/legacy_file.py b/zea/data/legacy_file.py index 2472bd830..873e1a1bd 100644 --- a/zea/data/legacy_file.py +++ b/zea/data/legacy_file.py @@ -143,7 +143,16 @@ def legacy_scan(scan_parameters: dict): scan_parameters.pop("n_frames", None) scan_parameters.pop("bandwidth_percent", None) scan_parameters.pop("element_width", None) + # Legacy jaxus-style files store lens parameters in the scan group; the + # current format keeps them with the probe, so drop them here. + scan_parameters.pop("lens_correction", None) + scan_parameters.pop("lens_thickness", None) + scan_parameters.pop("lens_sound_speed", None) tx_waveform_indices = scan_parameters.pop("tx_waveform_indices", None) + if tx_waveform_indices is not None: + # Legacy files may store the indices as floats; casting keeps them usable + # as list indices below. + tx_waveform_indices = np.asarray(tx_waveform_indices).astype(int) if "waveforms_one_way" in scan_parameters: waveforms_one_way_list = scan_parameters["waveforms_one_way"] @@ -156,7 +165,6 @@ def legacy_scan(scan_parameters: dict): scan_parameters["waveforms_two_way"] = np.stack( [waveforms_two_way_list[i] for i in tx_waveform_indices] ) - np.stack([waveforms_one_way_list[i] for i in tx_waveform_indices]) if "demodulation_frequency" not in scan_parameters: if "center_frequency" in scan_parameters: From 8d5fea7f09212007c13db6201535b4f9a3e793da Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Thu, 16 Jul 2026 13:13:21 +0200 Subject: [PATCH 02/16] Add zea.inverse: recover channel data from beamformed images New subpackage that inverts the DAS beamformer: given a post-beamformed image, recover the pre-beamformed channel data by expressing beamforming as a differentiable linear operator and solving a least-squares problem. - operators.py: DASOperator wraps the zea.beamform primitives (calculate_delays, apply_delays, fnumber_mask) into a linear channel-data -> image map with an autodiff adjoint; ScattererSimulator is a time-domain point-scatterer forward model using the scan's stored two-way waveforms and the same delay model as the beamformer. Both iterate over transmits and scatterer chunks with ops.scan and keras.remat, so memory under automatic differentiation stays bounded for scans with hundreds of transmits. - solvers.py: matrix-free CGLS and linear_adjoint (adjoint of a linear operator as the gradient of via zea.backend.AutoGrad). - seeding.py: seed_scatterers samples scatterer positions from the image envelope. - inversion.py: invert_direct (minimum-norm pseudo-inverse; fits the image but not the physical channel data) and invert_scatterers (scatterer prior regularizing the DAS nullspace, with optional joint Adam refinement via zea.backend.optimizer.adam). Everything is written with keras.ops and runs on all Keras backends. The scatterer-prior inversion follows the off-grid scatterer model of van de Schaft et al. (arXiv:2407.02285). The beamforming operator was verified against an independent jaxus-based DAS implementation on a simulated CIRS phantom (relative error 4e-4, correlation 1.000000). Includes tests (adjoint identity, CGLS vs lstsq/pinv, echo arrival times, seeding, end-to-end inversions) and an introductory example notebook under docs/source/notebooks/pipeline/. Co-Authored-By: Claude Fable 5 --- docs/source/_autosummary/zea.rst | 1 + .../inverse_beamforming_example.ipynb | 633 ++++++++++++++++++ tests/test_inverse.py | 320 +++++++++ zea/__init__.py | 2 + zea/inverse/__init__.py | 70 ++ zea/inverse/inversion.py | 250 +++++++ zea/inverse/operators.py | 461 +++++++++++++ zea/inverse/seeding.py | 96 +++ zea/inverse/solvers.py | 112 ++++ 9 files changed, 1945 insertions(+) create mode 100644 docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb create mode 100644 tests/test_inverse.py create mode 100644 zea/inverse/__init__.py create mode 100644 zea/inverse/inversion.py create mode 100644 zea/inverse/operators.py create mode 100644 zea/inverse/seeding.py create mode 100644 zea/inverse/solvers.py diff --git a/docs/source/_autosummary/zea.rst b/docs/source/_autosummary/zea.rst index 4a1a86d3c..141a7a8a1 100644 --- a/docs/source/_autosummary/zea.rst +++ b/docs/source/_autosummary/zea.rst @@ -47,6 +47,7 @@ zea display doppler func + inverse io_lib log metrics diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb b/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb new file mode 100644 index 000000000..a6669d83f --- /dev/null +++ b/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb @@ -0,0 +1,633 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "4be99458", + "metadata": {}, + "source": [ + "# Inverse beamforming: recovering channel data with `zea.inverse`\n", + "\n", + "Delay-and-sum (DAS) beamforming maps **pre-beamformed channel data** to a **post-beamformed\n", + "image**. This notebook runs that map *backwards*: given only a beamformed image, we recover the\n", + "channel data that produced it, using the [`zea.inverse`](../../_autosummary/zea.inverse.rst)\n", + "subpackage.\n", + "\n", + "Because the DAS operator sums on the order of `n_el * n_tx` samples into every pixel, this\n", + "inversion is severely underdetermined. We compare the two provided strategies:\n", + "\n", + "1. **Direct (pseudo-inverse)** — solve for the full channel-data cube with CGLS. This\n", + " reproduces the image essentially perfectly, yet recovers the *physical* channel data poorly:\n", + " CGLS from zero converges to the minimum-norm solution, which is generally not the true data.\n", + "2. **Scatterer prior** — parameterize the medium as point scatterers (positions seeded from the\n", + " image, magnitudes solved by CGLS). The physical parameterization regularizes the nullspace\n", + " and recovers channel data far better on point-target scans.\n", + "\n", + "The scatterer-prior inversion follows the off-grid scatterer model of\n", + "[van de Schaft et al., *Off-Grid Ultrasound Imaging by Stochastic Optimization*](https://arxiv.org/abs/2407.02285)." + ] + }, + { + "cell_type": "markdown", + "id": "fb554cdf", + "metadata": {}, + "source": [ + "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/tue-bmd/zea/blob/main/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb)\n", + "[![View on GitHub](https://img.shields.io/badge/GitHub-View%20Source-blue?logo=github)](https://github.com/tue-bmd/zea/blob/main/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb)" + ] + }, + { + "cell_type": "markdown", + "id": "552940a4", + "metadata": {}, + "source": [ + "‼️ **Important:** This notebook is optimized for **GPU/TPU**. Code execution on a **CPU** may be very slow.\n", + "\n", + "If you are running in Colab, please enable a hardware accelerator via:\n", + "\n", + "**Runtime → Change runtime type → Hardware accelerator → GPU/TPU** 🚀." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "77d51cc9", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T10:24:03.967700Z", + "iopub.status.busy": "2026-07-16T10:24:03.967433Z", + "iopub.status.idle": "2026-07-16T10:24:05.182439Z", + "shell.execute_reply": "2026-07-16T10:24:05.181106Z" + } + }, + "outputs": [], + "source": [ + "%%capture\n", + "%pip install zea" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a7df3371", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T10:24:05.185642Z", + "iopub.status.busy": "2026-07-16T10:24:05.185416Z", + "iopub.status.idle": "2026-07-16T10:24:09.532794Z", + "shell.execute_reply": "2026-07-16T10:24:09.531580Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: Using backend 'jax'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m nvidia-smi is not available. Please install nvidia-utils. Cannot retrieve GPU memory. Falling back to CPU.\n" + ] + }, + { + "data": { + "text/plain": [ + "'cpu'" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import os\n", + "\n", + "os.environ[\"KERAS_BACKEND\"] = \"jax\"\n", + "os.environ[\"TF_CPP_MIN_LOG_LEVEL\"] = \"3\"\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from keras import ops\n", + "from scipy.signal import hilbert\n", + "\n", + "import zea\n", + "from zea import Parameters\n", + "from zea.beamform.delays import compute_t0_delays_planewave\n", + "from zea.beamform.phantoms import fish\n", + "from zea.inverse import DASOperator, ScattererSimulator, invert_direct, invert_scatterers\n", + "\n", + "zea.init_device()" + ] + }, + { + "cell_type": "markdown", + "id": "dd93b6e8", + "metadata": {}, + "source": [ + "## A synthetic point-scatterer scan\n", + "\n", + "We build a small plane-wave acquisition entirely from\n", + "[`zea.Parameters`](../../parameters_doc.rst): a 64-element linear array firing 3 steered plane\n", + "waves, with a windowed-sine two-way waveform. The ground-truth medium is the `fish` point\n", + "phantom from [`zea.beamform.phantoms`](../../_autosummary/zea.beamform.phantoms.rst) — since we\n", + "simulate the channel data ourselves, we know exactly what the inversion should recover." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "800f4a0b", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T10:24:09.535417Z", + "iopub.status.busy": "2026-07-16T10:24:09.534845Z", + "iopub.status.idle": "2026-07-16T10:24:16.117389Z", + "shell.execute_reply": "2026-07-16T10:24:16.116312Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ground-truth channel data: (3, 448, 64) (n_tx, n_ax, n_el)\n" + ] + } + ], + "source": [ + "n_el, n_tx, n_ax = 64, 3, 448\n", + "center_frequency, sampling_frequency, sound_speed = 3.125e6, 12.5e6, 1540.0\n", + "wavelength = sound_speed / center_frequency\n", + "\n", + "element_x = np.linspace(-11e-3, 11e-3, n_el)\n", + "probe_geometry = np.stack([element_x, np.zeros(n_el), np.zeros(n_el)], axis=-1).astype(\"float32\")\n", + "polar_angles = np.array([-0.15, 0.0, 0.15], dtype=\"float32\")\n", + "\n", + "# Two-way waveform: a 2-cycle windowed sine sampled at 250 MHz\n", + "waveform_sampling_frequency = 250e6\n", + "t = np.arange(int(2 / center_frequency * waveform_sampling_frequency)) / waveform_sampling_frequency\n", + "pulse = (np.sin(2 * np.pi * center_frequency * t) * np.hanning(t.size)).astype(\"float32\")\n", + "\n", + "parameters = Parameters(\n", + " probe_geometry=probe_geometry,\n", + " t0_delays=compute_t0_delays_planewave(probe_geometry, polar_angles, sound_speed=sound_speed),\n", + " tx_apodizations=np.ones((n_tx, n_el), dtype=\"float32\"),\n", + " initial_times=np.full(n_tx, 8e-6, dtype=\"float32\"),\n", + " sampling_frequency=sampling_frequency,\n", + " center_frequency=center_frequency,\n", + " sound_speed=sound_speed,\n", + " n_ax=n_ax,\n", + " n_el=n_el,\n", + " n_tx=n_tx,\n", + " n_ch=1,\n", + " n_frames=1,\n", + " focus_distances=np.full(n_tx, np.inf, dtype=\"float32\"),\n", + " polar_angles=polar_angles,\n", + " azimuth_angles=np.zeros(n_tx, dtype=\"float32\"),\n", + " transmit_origins=np.zeros((n_tx, 3), dtype=\"float32\"),\n", + " waveforms_two_way=np.tile(pulse, (n_tx, 1)),\n", + " element_width=float(element_x[1] - element_x[0]) * 0.9,\n", + " xlims=(-11e-3, 11e-3),\n", + " zlims=(8e-3, 23e-3),\n", + " pixels_per_wavelength=2,\n", + " f_number=1.0,\n", + ")\n", + "\n", + "# Ground-truth scatterers: the fish phantom, scaled to fit our field of view\n", + "scatterer_positions = (fish() * 0.7).astype(\"float32\")\n", + "scatterer_magnitudes = np.ones(len(scatterer_positions), dtype=\"float32\")\n", + "\n", + "simulator = ScattererSimulator(parameters, chunk_size=2048)\n", + "channel_data_true = simulator(scatterer_magnitudes, positions=scatterer_positions)\n", + "print(\"ground-truth channel data:\", channel_data_true.shape, \"(n_tx, n_ax, n_el)\")" + ] + }, + { + "cell_type": "markdown", + "id": "28475522", + "metadata": {}, + "source": [ + "## The DAS beamformer as a linear operator\n", + "\n", + "[`DASOperator`](../../_autosummary/zea.inverse.rst) wraps\n", + "[`zea.beamform.beamformer.tof_correction`](../../_autosummary/zea.beamform.beamformer.rst) into\n", + "a linear map `channel data -> image`. Since it is built from differentiable Keras ops, its\n", + "adjoint comes for free via automatic differentiation — which is all we need for matrix-free\n", + "least-squares inversion. We beamform the ground-truth channel data to get the *measured image*\n", + "that will be the only input to the inversions below." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "b5aa5780", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T10:24:16.121042Z", + "iopub.status.busy": "2026-07-16T10:24:16.120683Z", + "iopub.status.idle": "2026-07-16T10:24:21.234088Z", + "shell.execute_reply": "2026-07-16T10:24:21.232940Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "operator = DASOperator(parameters)\n", + "image_measured = operator.forward(channel_data_true)\n", + "\n", + "\n", + "def to_bmode(flat_image):\n", + " \"\"\"Envelope-detect (along depth) and log-compress a flat RF image for display.\"\"\"\n", + " rf = ops.convert_to_numpy(operator.to_grid(flat_image))\n", + " envelope = np.abs(hilbert(rf, axis=0))\n", + " return 20 * np.log10(envelope / envelope.max() + 1e-6)\n", + "\n", + "\n", + "extent = [-11, 11, 23, 8] # mm\n", + "fig, axes = plt.subplots(1, 2, figsize=(9, 4))\n", + "axes[0].scatter(scatterer_positions[:, 0] * 1e3, scatterer_positions[:, 2] * 1e3, s=8, c=\"crimson\")\n", + "axes[0].set(\n", + " xlim=extent[:2],\n", + " ylim=extent[2:],\n", + " title=\"ground-truth scatterers\",\n", + " xlabel=\"x [mm]\",\n", + " ylabel=\"z [mm]\",\n", + ")\n", + "axes[0].set_aspect(\"equal\")\n", + "axes[1].imshow(\n", + " to_bmode(image_measured), cmap=\"gray\", vmin=-40, vmax=0, extent=extent, aspect=\"equal\"\n", + ")\n", + "axes[1].set(title=\"measured image (3 plane waves)\", xlabel=\"x [mm]\")\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "6cf9fc55", + "metadata": {}, + "source": [ + "## Direct inversion: the pseudo-inverse\n", + "\n", + "[`invert_direct`](../../_autosummary/zea.inverse.rst) treats every sample of the channel-data\n", + "cube as a free variable and minimizes `||beamform(channel_data) - image||^2` with CGLS. Started\n", + "from zero, CGLS converges to the **minimum-norm** least-squares solution — the Moore–Penrose\n", + "pseudo-inverse applied to the image." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "cee7094d", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T10:24:21.237168Z", + "iopub.status.busy": "2026-07-16T10:24:21.236804Z", + "iopub.status.idle": "2026-07-16T10:24:23.164152Z", + "shell.execute_reply": "2026-07-16T10:24:23.163321Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 3 | relative residual 3.7656e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 6 | relative residual 1.8759e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 9 | relative residual 1.0662e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 12 | relative residual 7.1352e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 15 | relative residual 4.9477e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 18 | relative residual 3.8000e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 21 | relative residual 3.1345e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 24 | relative residual 2.5449e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 27 | relative residual 2.1485e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 30 | relative residual 1.7093e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "pre-BF (channel data) correlation: 0.516\n", + "post-BF (image) correlation: 1.000\n" + ] + } + ], + "source": [ + "result_direct = invert_direct(operator, image_measured, n_iter=30, verbose=True)\n", + "\n", + "\n", + "def correlation(a, b):\n", + " \"\"\"Absolute normalized correlation between two arrays.\"\"\"\n", + " a = np.asarray(ops.convert_to_numpy(a)).ravel()\n", + " b = np.asarray(ops.convert_to_numpy(b)).ravel()\n", + " a, b = a - a.mean(), b - b.mean()\n", + " return abs(np.vdot(a, b)) / (np.linalg.norm(a) * np.linalg.norm(b) + 1e-30)\n", + "\n", + "\n", + "print(\n", + " \"pre-BF (channel data) correlation: \"\n f\"{correlation(result_direct.channel_data, channel_data_true):.3f}\"\n", + ")\n", + "print(f\"post-BF (image) correlation: {correlation(result_direct.image, image_measured):.3f}\")" + ] + }, + { + "cell_type": "markdown", + "id": "b93947df", + "metadata": {}, + "source": [ + "The image fit is essentially perfect while the channel-data correlation is poor — the\n", + "minimum-norm solution concentrates energy where the beamformer *samples*, not where the physical\n", + "echoes are. This is the nullspace problem in action.\n", + "\n", + "## Scatterer-prior inversion\n", + "\n", + "[`invert_scatterers`](../../_autosummary/zea.inverse.rst) instead represents the medium as point\n", + "scatterers: positions are seeded from the image envelope\n", + "([`seed_scatterers`](../../_autosummary/zea.inverse.rst)), and their magnitudes are solved with\n", + "CGLS through the composition `beamform(simulate(positions, magnitudes))` — still a linear\n", + "problem, but now constrained to physically consistent echoes." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c2abe057", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T10:24:23.166186Z", + "iopub.status.busy": "2026-07-16T10:24:23.165991Z", + "iopub.status.idle": "2026-07-16T10:24:50.834331Z", + "shell.execute_reply": "2026-07-16T10:24:50.833240Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 3 | relative residual 3.5830e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 6 | relative residual 2.2972e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 9 | relative residual 1.7551e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 12 | relative residual 1.4489e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 15 | relative residual 1.2787e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 18 | relative residual 1.1535e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 21 | relative residual 1.0398e-01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 24 | relative residual 9.6215e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 27 | relative residual 9.1080e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 30 | relative residual 8.5885e-02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "pre-BF (channel data) correlation: 0.726\n", + "post-BF (image) correlation: 0.996\n" + ] + } + ], + "source": [ + "result_scat = invert_scatterers(\n", + " operator,\n", + " image_measured,\n", + " n_scatterers=3000,\n", + " n_iter=30,\n", + " seed=0,\n", + " verbose=True,\n", + ")\n", + "print(\n", + " \"pre-BF (channel data) correlation: \"\n f\"{correlation(result_scat.channel_data, channel_data_true):.3f}\"\n", + ")\n", + "print(f\"post-BF (image) correlation: {correlation(result_scat.image, image_measured):.3f}\")" + ] + }, + { + "cell_type": "markdown", + "id": "263b7c79", + "metadata": {}, + "source": [ + "## Comparing the recovered channel data\n", + "\n", + "The channel data is the quantity that is never directly observed — below we compare it (for the\n", + "center transmit) between ground truth and the two inversions, together with the re-beamformed\n", + "images." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a3213927", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T10:24:50.836578Z", + "iopub.status.busy": "2026-07-16T10:24:50.836354Z", + "iopub.status.idle": "2026-07-16T10:24:51.719449Z", + "shell.execute_reply": "2026-07-16T10:24:51.718518Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "tx = 1 # center (zero-angle) transmit\n", + "panels = [\n", + " (channel_data_true, \"ground truth\"),\n", + " (result_direct.channel_data, \"pseudo-inverse\"),\n", + " (result_scat.channel_data, \"scatterer prior\"),\n", + "]\n", + "\n", + "fig, axes = plt.subplots(2, 3, figsize=(9, 5.5))\n", + "for ax, (cube, title) in zip(axes[0], panels):\n", + " cube = np.asarray(ops.convert_to_numpy(cube))\n", + " label = \"\" if title == \"ground truth\" else f\" (corr {correlation(cube, channel_data_true):.2f})\"\n", + " ax.imshow(\n", + " np.abs(cube[tx]), aspect=\"auto\", cmap=\"viridis\", vmax=np.percentile(np.abs(cube[tx]), 99.5)\n", + " )\n", + " ax.set_title(f\"channel data:\\n{title}{label}\", fontsize=10)\n", + " ax.set(xlabel=\"element\", ylabel=\"sample\")\n", + "\n", + "images = [(image_measured, \"measured image\")] + [\n", + " (result.image, f\"re-beamformed:\\n{title}\")\n", + " for result, (_, title) in zip([result_direct, result_scat], panels[1:])\n", + "]\n", + "for ax, (flat, title) in zip(axes[1], images):\n", + " ax.imshow(to_bmode(flat), cmap=\"gray\", vmin=-40, vmax=0, extent=extent, aspect=\"equal\")\n", + " ax.set_title(title, fontsize=10)\n", + " ax.set(xlabel=\"x [mm]\", ylabel=\"z [mm]\")\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "3c6837c1", + "metadata": {}, + "source": [ + "## Takeaways\n", + "\n", + "- Both inversions **fit the image** nearly perfectly — the post-beamformed image barely\n", + " constrains which channel data produced it.\n", + "- Only the **scatterer prior** recovers the physical channel data (the hyperbolic echo\n", + " signatures in the top row): its parameterization regularizes the ~`n_el * n_tx`-fold\n", + " nullspace of the DAS operator.\n", + "- Everything here is backend-agnostic Keras: the same code runs on JAX, TensorFlow and PyTorch.\n", + " See the [`zea.inverse` API reference](../../_autosummary/zea.inverse.rst) for the full\n", + " documentation, including joint position refinement (`refine_iters`) with\n", + " [`zea.backend.optimizer.adam`](../../_autosummary/zea.backend.optimizer.rst).\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.8" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/tests/test_inverse.py b/tests/test_inverse.py new file mode 100644 index 000000000..f579d3b41 --- /dev/null +++ b/tests/test_inverse.py @@ -0,0 +1,320 @@ +"""Tests for the inverse beamforming subpackage (``zea.inverse``).""" + +import numpy as np +import pytest +from keras import ops + +from zea import Parameters +from zea.beamform.delays import compute_t0_delays_planewave +from zea.inverse import ( + DASOperator, + ScattererSimulator, + cgls, + invert_direct, + invert_scatterers, + linear_adjoint, + seed_scatterers, +) + +N_EL = 8 # number of transducer elements +N_TX = 3 # number of plane-wave transmits +N_AX = 128 # number of axial samples +SOUND_SPEED = 1540.0 # m/s +SAMPLING_FREQ = 20e6 # Hz +CENTER_FREQ = 5e6 # Hz +WAVEFORM_SAMPLING_FREQ = 250e6 # Hz + + +def _make_parameters(grid_size_x=24, grid_size_z=32): + """Small plane-wave scan with a windowed-sine two-way waveform.""" + xs = np.linspace(-4e-3, 4e-3, N_EL) + probe_geometry = np.stack([xs, np.zeros(N_EL), np.zeros(N_EL)], axis=-1).astype(np.float32) + polar_angles = np.array([-0.1, 0.0, 0.1], dtype=np.float32) + t0_delays = compute_t0_delays_planewave( + probe_geometry, polar_angles, sound_speed=SOUND_SPEED + ).astype(np.float32) + + n_pulse = int(2 / CENTER_FREQ * WAVEFORM_SAMPLING_FREQ) + t = np.arange(n_pulse) / WAVEFORM_SAMPLING_FREQ + pulse = (np.sin(2 * np.pi * CENTER_FREQ * t) * np.hanning(n_pulse)).astype(np.float32) + + return Parameters( + probe_geometry=probe_geometry, + t0_delays=t0_delays, + tx_apodizations=np.ones((N_TX, N_EL), dtype=np.float32), + initial_times=np.zeros(N_TX, dtype=np.float32), + sampling_frequency=SAMPLING_FREQ, + center_frequency=CENTER_FREQ, + sound_speed=SOUND_SPEED, + n_ax=N_AX, + n_el=N_EL, + n_tx=N_TX, + n_ch=1, + n_frames=1, + focus_distances=np.full(N_TX, np.inf, dtype=np.float32), + polar_angles=polar_angles, + azimuth_angles=np.zeros(N_TX, dtype=np.float32), + transmit_origins=np.zeros((N_TX, 3), dtype=np.float32), + waveforms_two_way=np.tile(pulse, (N_TX, 1)), + element_width=float(xs[1] - xs[0]) * 0.9, + # n_ax = 128 samples at 20 MHz records echoes from depths up to ~4.5 mm. + xlims=(-3e-3, 3e-3), + zlims=(1e-3, 4.5e-3), + grid_size_x=grid_size_x, + grid_size_z=grid_size_z, + f_number=0.8, + ) + + +def _make_targets(seed=0, n_scatterers=8): + """Random point targets inside the imaging region.""" + rng = np.random.default_rng(seed) + positions = np.stack( + [ + rng.uniform(-2.5e-3, 2.5e-3, n_scatterers), + np.zeros(n_scatterers), + rng.uniform(1.5e-3, 4e-3, n_scatterers), + ], + axis=1, + ).astype(np.float32) + magnitudes = rng.uniform(0.5, 1.5, n_scatterers).astype(np.float32) + return positions, magnitudes + + +def _correlation(a, b): + """Absolute normalized correlation between two arrays.""" + a = np.asarray(ops.convert_to_numpy(a)).ravel() + b = np.asarray(ops.convert_to_numpy(b)).ravel() + a = a - a.mean() + b = b - b.mean() + return abs(np.vdot(a, b)) / (np.linalg.norm(a) * np.linalg.norm(b) + 1e-30) + + +@pytest.fixture(scope="module") +def parameters(): + return _make_parameters() + + +@pytest.fixture(scope="module") +def operator(parameters): + return DASOperator(parameters) + + +@pytest.fixture(scope="module") +def simulator(parameters): + return ScattererSimulator(parameters, chunk_size=64) + + +@pytest.fixture(scope="module") +def measurement(operator, simulator): + """Ground-truth channel data and its beamformed image.""" + positions, magnitudes = _make_targets() + channel_data = simulator(magnitudes, positions=positions) + image = operator.forward(channel_data) + return channel_data, image + + +def test_linear_adjoint_matches_matrix_transpose(): + """linear_adjoint reproduces the transpose of an explicit matrix.""" + rng = np.random.default_rng(0) + matrix = rng.standard_normal((6, 10)).astype(np.float32) + rmatvec = linear_adjoint(lambda x: ops.matmul(matrix, x), ops.zeros(10)) + y = rng.standard_normal(6).astype(np.float32) + np.testing.assert_allclose(ops.convert_to_numpy(rmatvec(y)), matrix.T @ y, atol=1e-5) + + +def test_cgls_matches_lstsq(): + """CGLS run to convergence matches the least-squares solution.""" + rng = np.random.default_rng(1) + matrix = rng.standard_normal((20, 8)).astype(np.float32) + b = rng.standard_normal(20).astype(np.float32) + x = cgls( + lambda v: ops.matmul(matrix, v), + lambda v: ops.matmul(matrix.T, v), + b, + ops.zeros(8), + n_iter=30, + ) + expected = np.linalg.lstsq(matrix, b, rcond=None)[0] + np.testing.assert_allclose(ops.convert_to_numpy(x), expected, atol=1e-3) + + +def test_cgls_minimum_norm_solution(): + """On an underdetermined system, CGLS from zero returns the pseudo-inverse solution.""" + rng = np.random.default_rng(2) + matrix = rng.standard_normal((5, 12)).astype(np.float32) + b = rng.standard_normal(5).astype(np.float32) + x = cgls( + lambda v: ops.matmul(matrix, v), + lambda v: ops.matmul(matrix.T, v), + b, + ops.zeros(12), + n_iter=30, + ) + np.testing.assert_allclose(ops.convert_to_numpy(x), np.linalg.pinv(matrix) @ b, atol=1e-3) + + +def test_das_operator_adjoint_identity(operator): + """The DAS operator satisfies the adjoint identity == .""" + rng = np.random.default_rng(3) + x = rng.standard_normal(operator.input_shape).astype(np.float32) + y = rng.standard_normal(int(operator.n_pix)).astype(np.float32) + lhs = float(ops.convert_to_numpy(ops.sum(operator.forward(x) * y))) + rhs = float(ops.convert_to_numpy(ops.sum(ops.convert_to_tensor(x) * operator.adjoint(y)))) + assert abs(lhs - rhs) / abs(lhs) < 1e-3 + + +def test_das_operator_is_linear(operator, measurement): + """forward(a x1 + b x2) == a forward(x1) + b forward(x2).""" + channel_data, _ = measurement + rng = np.random.default_rng(4) + other = rng.standard_normal(operator.input_shape).astype(np.float32) + combined = operator.forward(2.0 * channel_data + 3.0 * ops.convert_to_tensor(other)) + separate = 2.0 * operator.forward(channel_data) + 3.0 * operator.forward(other) + np.testing.assert_allclose( + ops.convert_to_numpy(combined), ops.convert_to_numpy(separate), rtol=1e-4, atol=1e-4 + ) + + +def test_das_operator_to_grid(operator, measurement): + """to_grid reshapes the flat image to (grid_size_z, grid_size_x).""" + _, image = measurement + reshaped = operator.to_grid(image) + assert tuple(reshaped.shape) == operator.parameters.grid.shape[:-1] + + +def test_simulator_echo_arrival_time(parameters, simulator): + """A single scatterer produces its echo peak at the expected sample. + + The expected arrival follows the simulator's delay model: first-arrival + transmit time (minimum over firing elements) plus the receive travel time, + with the envelope peaking ``t_peak`` later. + """ + from scipy.signal import hilbert + + position = np.array([[0.0, 0.0, 3e-3]], dtype=np.float32) + channel_data = simulator(np.ones(1, dtype=np.float32), positions=position) + channel_data = ops.convert_to_numpy(channel_data) + + tx = 1 # zero-angle plane wave + element = int(np.argmin(np.abs(parameters.probe_geometry[:, 0]))) + element_distances = np.linalg.norm(parameters.probe_geometry - position[0], axis=1) + transmit_time = np.min(parameters.t0_delays[tx] + element_distances / SOUND_SPEED) + receive_time = element_distances[element] / SOUND_SPEED + t_peak = float(np.asarray(parameters.t_peak)[tx]) + expected_sample = (transmit_time + receive_time + t_peak) * SAMPLING_FREQ + + envelope = np.abs(hilbert(channel_data[tx, :, element])) + peak_sample = np.argmax(envelope) + assert abs(peak_sample - expected_sample) <= 2 + + +def test_simulator_geometry_reuse(simulator): + """Precomputed geometry gives the same result as passing positions.""" + positions, magnitudes = _make_targets(seed=5, n_scatterers=4) + direct = simulator(magnitudes, positions=positions) + geometry = simulator.geometry(positions) + reused = simulator(magnitudes, geometry=geometry) + np.testing.assert_allclose( + ops.convert_to_numpy(direct), ops.convert_to_numpy(reused), rtol=1e-6, atol=1e-6 + ) + + +def test_simulator_beamformer_consistency(): + """Beamforming a simulated single-scatterer echo peaks at the scatterer. + + The simulator excludes the waveform peak offset from its travel times, so + the beamformer (which adds ``t_peak``) must sample each echo at its peak: + the image maximum should land on the scatterer position. + """ + parameters = _make_parameters(grid_size_x=48, grid_size_z=64) + operator = DASOperator(parameters) + simulator = ScattererSimulator(parameters, chunk_size=64) + + position = np.array([[1e-3, 0.0, 3e-3]], dtype=np.float32) + channel_data = simulator(np.ones(1, dtype=np.float32), positions=position) + image = np.abs(ops.convert_to_numpy(operator.to_grid(operator.forward(channel_data)))) + + grid = parameters.grid + peak_z, peak_x = np.unravel_index(np.argmax(image), image.shape) + distance = np.linalg.norm(grid[peak_z, peak_x] - position[0]) + wavelength = SOUND_SPEED / CENTER_FREQ + assert distance < wavelength + + +def test_seed_scatterers_properties(operator, measurement): + """Seeded scatterers are reproducible, in bounds, and follow brightness.""" + _, image = measurement + image_grid = ops.convert_to_numpy(operator.to_grid(image)) + grid = operator.parameters.grid + + positions = seed_scatterers(image_grid, grid, 300, seed=0) + assert positions.shape == (300, 3) + assert positions.dtype == np.float32 + + # Reproducible with the same seed. + np.testing.assert_array_equal(positions, seed_scatterers(image_grid, grid, 300, seed=0)) + + # Inside the field of view (up to half a pixel of jitter). + dx = grid[0, 1, 0] - grid[0, 0, 0] + dz = grid[1, 0, 2] - grid[0, 0, 2] + assert positions[:, 0].min() >= grid[..., 0].min() - dx + assert positions[:, 0].max() <= grid[..., 0].max() + dx + assert positions[:, 2].min() >= grid[..., 2].min() - dz + assert positions[:, 2].max() <= grid[..., 2].max() + dz + + # With no uniform floor, seeds concentrate in the bright half of the image. + envelope = np.abs(image_grid) + threshold = np.median(envelope) + bright = envelope >= threshold + seeded = seed_scatterers(image_grid, grid, 300, uniform_frac=0.0, envelope=False, seed=1) + z_index = np.clip(np.searchsorted(grid[:, 0, 2], seeded[:, 2]), 0, grid.shape[0] - 1) + x_index = np.clip(np.searchsorted(grid[0, :, 0], seeded[:, 0]), 0, grid.shape[1] - 1) + fraction_bright = bright[z_index, x_index].mean() + assert fraction_bright > 0.8 + + +def test_seed_scatterers_shape_mismatch_raises(operator): + """A shape mismatch between image and grid raises a ValueError.""" + grid = operator.parameters.grid + with pytest.raises(ValueError, match="does not match"): + seed_scatterers(np.zeros((4, 4)), grid, 10) + + +def test_invert_direct_fits_image(operator, measurement): + """The pseudo-inverse reproduces the measured image almost exactly.""" + _, image = measurement + result = invert_direct(operator, image, n_iter=25) + assert _correlation(result.image, image) > 0.99 + assert tuple(result.channel_data.shape) == operator.input_shape + + +def test_invert_scatterers_recovers_channel_data(operator, measurement): + """The scatterer prior recovers the underlying channel data. + + This is the core property of the scatterer-prior inversion: the direct + pseudo-inverse fits the image but not the channel data (the minimum-norm + solution lives in the nullspace-orthogonal complement), whereas the + scatterer parameterization regularizes the inversion towards physically + consistent echoes. + """ + channel_data, image = measurement + result = invert_scatterers(operator, image, n_scatterers=400, n_iter=25, seed=0) + + assert result.positions.shape == (400, 3) + assert tuple(result.channel_data.shape) == operator.input_shape + assert _correlation(result.image, image) > 0.9 + assert _correlation(result.channel_data, channel_data) > 0.75 + + direct = invert_direct(operator, image, n_iter=25) + assert _correlation(result.channel_data, channel_data) > _correlation( + direct.channel_data, channel_data + ) + + +def test_invert_scatterers_refine(operator, measurement): + """Joint Adam refinement runs and does not degrade the data fit.""" + _, image = measurement + result = invert_scatterers(operator, image, n_scatterers=100, n_iter=10, refine_iters=5, seed=0) + assert result.positions.shape == (100, 3) + assert _correlation(result.image, image) > 0.5 diff --git a/zea/__init__.py b/zea/__init__.py index f365d8ffb..dfbb8b5e1 100644 --- a/zea/__init__.py +++ b/zea/__init__.py @@ -18,6 +18,7 @@ data, display, func, + inverse, io_lib, metrics, models, @@ -137,6 +138,7 @@ def _check_backend_installed(): "data", "display", "func", + "inverse", "io_lib", "metrics", "models", diff --git a/zea/inverse/__init__.py b/zea/inverse/__init__.py new file mode 100644 index 000000000..e6c5fc37b --- /dev/null +++ b/zea/inverse/__init__.py @@ -0,0 +1,70 @@ +"""Inverse beamforming: recover channel data from beamformed images. + +The ``zea.inverse`` subpackage inverts the delay-and-sum (DAS) beamformer: it +recovers **pre-beamformed** channel data from a **post-beamformed** image by +expressing the beamformer as a differentiable linear operator and solving a +least-squares problem — optionally regularized with a point-scatterer prior. + +Modules +------- + +- :mod:`zea.inverse.operators` -- The DAS beamformer as a differentiable + linear operator (:class:`DASOperator`) and a time-domain point-scatterer + simulator (:class:`ScattererSimulator`). +- :mod:`zea.inverse.solvers` -- Matrix-free solver primitives + (:func:`cgls`, :func:`linear_adjoint`). +- :mod:`zea.inverse.seeding` -- Scatterer seeding from a beamformed image + (:func:`seed_scatterers`). +- :mod:`zea.inverse.inversion` -- High-level inversion drivers + (:func:`invert_direct`, :func:`invert_scatterers`). + +The DAS beamformer sums on the order of ``n_el * n_tx`` samples into every +pixel, so inverting a single compounded image for the full channel-data cube +is well-posed for *data fit* but severely underdetermined for *recovery*. +:func:`invert_direct` makes this concrete by computing the minimum-norm +(pseudo-inverse) solution, while :func:`invert_scatterers` regularizes the +nullspace with a physical point-scatterer parameterization, which recovers +channel data far better on point-target scans. + +The scatterer-prior inversion follows the off-grid stochastic-optimization +scatterer model of van de Schaft et al., *Off-Grid Ultrasound Imaging by +Stochastic Optimization* (`arXiv:2407.02285 +`_). + +Example +------- + +.. code-block:: python + + import zea + from zea.inverse import DASOperator, invert_scatterers + + with zea.File("path/to/scan.hdf5") as file: + parameters = file.load_parameters( + xlims=(-0.018, 0.018), zlims=(0.003, 0.04), pixels_per_wavelength=2 + ) + raw_data = file.data.raw_data[0, ..., 0] # first frame, RF + + operator = DASOperator(parameters) + image = operator.forward(raw_data) + result = invert_scatterers(operator, image, n_scatterers=15000, n_iter=70) + # result.channel_data is the recovered pre-beamformed data cube + +For a walkthrough see the notebook: :doc:`../notebooks/pipeline/inverse_beamforming_example`. +""" + +from zea.inverse.inversion import InversionResult, invert_direct, invert_scatterers +from zea.inverse.operators import DASOperator, ScattererSimulator +from zea.inverse.seeding import seed_scatterers +from zea.inverse.solvers import cgls, linear_adjoint + +__all__ = [ + "DASOperator", + "InversionResult", + "ScattererSimulator", + "cgls", + "invert_direct", + "invert_scatterers", + "linear_adjoint", + "seed_scatterers", +] diff --git a/zea/inverse/inversion.py b/zea/inverse/inversion.py new file mode 100644 index 000000000..73793f88a --- /dev/null +++ b/zea/inverse/inversion.py @@ -0,0 +1,250 @@ +"""High-level drivers for inverting the DAS beamformer. + +Recovers pre-beamformed channel data from a post-beamformed (DAS) image. Two +inversions are provided: + +* :func:`invert_direct` — solve for the full channel-data cube directly with + CGLS. The DAS operator is massively underdetermined, so this yields the + minimum-norm least-squares (pseudo-inverse) solution: it reproduces the + image almost exactly but recovers the physical channel data poorly. +* :func:`invert_scatterers` — fit point-scatterer magnitudes (positions + seeded from the image, shared across transmits) whose simulated channel + data reproduces the image. The scatterer parameterization regularizes the + nullspace of the DAS operator and recovers channel data far better on + point-target scans. Optionally refines positions and magnitudes jointly + with Adam. +""" + +from dataclasses import dataclass + +import numpy as np +from keras import ops + +from zea import log +from zea.backend import jit as backend_jit +from zea.backend.autograd import AutoGrad +from zea.backend.optimizer import adam +from zea.inverse.operators import ScattererSimulator +from zea.inverse.seeding import seed_scatterers +from zea.inverse.solvers import cgls, linear_adjoint + + +@dataclass +class InversionResult: + """Result of a DAS inversion. + + Attributes: + channel_data (Tensor): Recovered pre-beamformed channel data of shape + ``(n_tx, n_ax, n_el)``. + image (Tensor): Re-beamformed image of the recovered channel data, + flattened to shape ``(n_pix,)``. Compare against the measured + image to assess the data fit. + positions (ndarray | None): Scatterer positions ``(n_scat, 3)``. + Only set by :func:`invert_scatterers`. + magnitudes (Tensor | None): Scatterer magnitudes ``(n_scat,)``. + Only set by :func:`invert_scatterers`. + """ + + channel_data: object + image: object + positions: object = None + magnitudes: object = None + + +def invert_direct(operator, image, n_iter=50, jit=True, verbose=False): + """Recover channel data from a beamformed image by pseudo-inversion. + + Solves ``min ||operator(channel_data) - image||^2`` over the full channel + data cube with CGLS starting from zero, which converges to the + minimum-norm (Moore-Penrose) solution. This fits the image essentially + perfectly but, because the DAS operator has a large nullspace, the + minimum-norm solution is generally *not* the physical channel data — see + :func:`invert_scatterers` for a regularized alternative. + + Args: + operator (DASOperator): The beamforming operator to invert. + image (Tensor): Measured beamformed image, flattened ``(n_pix,)`` or + shaped ``(grid_size_z, grid_size_x)``. + n_iter (int, optional): CGLS iterations. Defaults to ``50``. + jit (bool, optional): JIT-compile the operator applications (JAX and + TensorFlow backends). Defaults to ``True``. + verbose (bool, optional): Log CGLS progress. Defaults to ``False``. + + Returns: + InversionResult: Recovered channel data and its re-beamformed image. + """ + image = ops.reshape(ops.convert_to_tensor(image), (-1,)) + matvec = operator.forward + rmatvec = operator.adjoint + if jit: + matvec = backend_jit(matvec) + rmatvec = backend_jit(rmatvec) + channel_data = cgls( + matvec, + rmatvec, + image, + ops.zeros(operator.input_shape, dtype="float32"), + n_iter=n_iter, + verbose=verbose, + ) + return InversionResult(channel_data=channel_data, image=matvec(channel_data)) + + +def invert_scatterers( + operator, + image, + n_scatterers=5000, + n_iter=50, + prob_exponent=2.5, + uniform_frac=0.3, + refine_iters=0, + refine_step_size=0.05, + simulator=None, + seed=None, + jit=True, + verbose=False, +): + """Recover channel data from a beamformed image with a scatterer prior. + + Seeds point scatterers from the image envelope, then solves the convex + subproblem for their magnitudes with CGLS (positions fixed): + ``min ||operator(simulate(positions, magnitudes)) - image||^2``. + Optionally refines positions and magnitudes jointly with Adam afterwards + (``refine_iters > 0``); positions are optimized in units of wavelength so + a single step size applies to both variables. + + The scatterer parameterization regularizes the nullspace of the DAS + operator: unlike :func:`invert_direct`, the recovered channel data is + constrained to physically consistent point-scatterer echoes. + + Args: + operator (DASOperator): The beamforming operator to invert. + image (Tensor): Measured beamformed image, flattened ``(n_pix,)`` or + shaped ``(grid_size_z, grid_size_x)``. + n_scatterers (int, optional): Number of scatterers. Defaults to + ``5000``. + n_iter (int, optional): CGLS iterations for the magnitudes. Defaults + to ``50``. + prob_exponent (float, optional): Seeding sharpness, see + :func:`zea.inverse.seed_scatterers`. Defaults to ``2.5``. + uniform_frac (float, optional): Fraction of uniformly seeded + scatterers, see :func:`zea.inverse.seed_scatterers`. Defaults to + ``0.3``. + refine_iters (int, optional): Adam iterations jointly refining + positions and magnitudes. Defaults to ``0`` (disabled). + refine_step_size (float, optional): Adam step size (wavelengths for + positions). Defaults to ``0.05``. + simulator (ScattererSimulator, optional): Custom simulator. Defaults + to ``ScattererSimulator(operator.parameters)``. + seed (int, optional): Seed for reproducible scatterer placement. + jit (bool, optional): JIT-compile the operator applications (JAX and + TensorFlow backends). Defaults to ``True``. + verbose (bool, optional): Log progress. Defaults to ``False``. + + Returns: + InversionResult: Recovered channel data, its re-beamformed image, and + the scatterer positions and magnitudes. + """ + parameters = operator.parameters + if simulator is None: + simulator = ScattererSimulator(parameters) + + image = ops.reshape(ops.convert_to_tensor(image), (-1,)) + positions = seed_scatterers( + ops.convert_to_numpy(operator.to_grid(image)), + parameters.grid, + n_scatterers, + prob_exponent=prob_exponent, + uniform_frac=uniform_frac, + seed=seed, + ) + + geometry = simulator.geometry(positions) + + def matvec(magnitudes): + return operator.forward(simulator(magnitudes, geometry=geometry)) + + rmatvec = linear_adjoint(matvec, ops.zeros((n_scatterers,), dtype="float32")) + if jit: + matvec = backend_jit(matvec) + rmatvec = backend_jit(rmatvec) + + magnitudes = cgls( + matvec, + rmatvec, + image, + ops.zeros((n_scatterers,), dtype="float32"), + n_iter=n_iter, + verbose=verbose, + ) + + if refine_iters > 0: + positions, magnitudes = _refine_scatterers( + operator, + simulator, + image, + positions, + magnitudes, + n_iter=refine_iters, + step_size=refine_step_size, + jit=jit, + verbose=verbose, + ) + geometry = simulator.geometry(positions) + + channel_data = simulator(magnitudes, geometry=geometry) + return InversionResult( + channel_data=channel_data, + image=operator.forward(channel_data), + positions=positions, + magnitudes=magnitudes, + ) + + +def _refine_scatterers( + operator, + simulator, + image, + positions, + magnitudes, + n_iter, + step_size, + jit=True, + verbose=False, +): + """Jointly refine scatterer positions and magnitudes with Adam. + + Positions are optimized in units of wavelength so that a single step size + is meaningful for both positions and magnitudes. Returns the refined + ``(positions, magnitudes)``. + """ + parameters = operator.parameters + wavelength = parameters.sound_speed / np.mean(ops.convert_to_numpy(parameters.center_frequency)) + + def loss(variable): + positions = variable[:, :3] * wavelength + magnitudes = variable[:, 3] + residual = operator.forward(simulator(magnitudes, positions=positions)) - image + return ops.sum(residual**2) + + autograd = AutoGrad() + autograd.set_function(loss) + gradient_fn = autograd.gradient + if jit: + gradient_fn = backend_jit(gradient_fn) + + init, update, get_params = adam(step_size) + variable = ops.concatenate( + [ops.convert_to_tensor(positions) / wavelength, magnitudes[:, None]], axis=1 + ) + state = init(variable) + log_every = max(1, n_iter // 8) + for iteration in range(1, n_iter + 1): + gradient = gradient_fn(get_params(state)) + state = update(gradient, state) + if verbose and (iteration % log_every == 0 or iteration == n_iter): + loss_value = float(ops.convert_to_numpy(loss(get_params(state)))) + log.info(f"refine iteration {iteration:3d} | loss {loss_value:.4e}") + + variable = get_params(state) + return ops.convert_to_numpy(variable[:, :3] * wavelength), variable[:, 3] diff --git a/zea/inverse/operators.py b/zea/inverse/operators.py new file mode 100644 index 000000000..62126a83d --- /dev/null +++ b/zea/inverse/operators.py @@ -0,0 +1,461 @@ +"""Differentiable forward operators for inverse beamforming. + +This module provides the two forward maps used by :mod:`zea.inverse`: + +* :class:`DASOperator` — the delay-and-sum (DAS) beamformer as a linear + operator mapping pre-beamformed channel data to a beamformed image. Built on + the :mod:`zea.beamform.beamformer` primitives (:func:`calculate_delays`, + :func:`apply_delays`, :func:`fnumber_mask`), so it shares its delay model + (including lens correction) with the rest of ``zea``. +* :class:`ScattererSimulator` — a time-domain point-scatterer simulator that + maps scatterer positions and magnitudes to pre-beamformed channel data using + the scan's own (two-way) transmit waveforms. It uses the same delay model as + :class:`DASOperator`, which makes the composition + ``DASOperator.forward(ScattererSimulator(...))`` self-consistent: simulated + echoes are sampled at their waveform peak by the beamformer. + +Both operators are written with ``keras.ops`` and are differentiable on every +Keras backend, which is what enables the optimization-based inversion in +:mod:`zea.inverse.inversion`. Internally they iterate over transmits (and +scatterer chunks) with ``keras.ops.scan`` and rematerialize each step with +``keras.remat``, so peak memory under automatic differentiation stays bounded +even for scans with hundreds of transmits. +""" + +import keras +import numpy as np +from keras import ops + +from zea import log +from zea.beamform.beamformer import ( + apply_delays, + calculate_delays, + complex_rotate, + fnum_window_fn_tukey, + fnumber_mask, +) +from zea.inverse.solvers import linear_adjoint + + +def _sinc(x): + """Normalized sinc function ``sin(pi x) / (pi x)`` with ``sinc(0) = 1``.""" + x = ops.where(ops.abs(x) < 1e-8, 1e-8, x) + return ops.sin(np.pi * x) / (np.pi * x) + + +def _element_directivity(theta, element_width_wavelengths): + """Far-field directivity of a rectangular element of the given width. + + Follows the hard-baffle model ``sinc(w sin(theta)) * cos(theta)`` with the + element width ``w`` expressed in wavelengths. Equals 1 at normal incidence + and rolls off towards grazing angles; wider elements are more directive. + + Args: + theta (Tensor): Angle from the element normal in radians. + element_width_wavelengths (float): Element width in wavelengths. + + Returns: + Tensor: Directivity weights with the same shape as ``theta``. + """ + return _sinc(element_width_wavelengths * ops.sin(theta)) * ops.cos(theta) + + +def _pad_and_chunk(x, chunk_size, pad_value): + """Pad the leading axis to a multiple of ``chunk_size`` and reshape. + + ``(n, ...)`` becomes ``(n_chunks, chunk_size, ...)``. + """ + n = int(x.shape[0]) + pad = (-n) % chunk_size + if pad: + pad_width = [(0, pad)] + [(0, 0)] * (len(x.shape) - 1) + x = ops.pad(x, pad_width, constant_values=pad_value) + return ops.reshape(x, (-1, chunk_size) + tuple(x.shape[1:])) + + +class DASOperator: + """The DAS beamformer as a differentiable linear operator. + + Maps pre-beamformed channel data of shape ``(n_tx, n_ax, n_el)`` (or + ``(n_tx, n_ax, n_el, n_ch)``) to a flattened beamformed image of shape + ``(n_pix,)`` (or ``(n_pix, n_ch)``) by time-of-flight correction, receive + f-number masking and summation over elements and transmits. Transmits are + accumulated with a rematerialized ``ops.scan``, so memory under automatic + differentiation does not grow with the number of transmits. + + Because the map is linear and differentiable, its adjoint (transpose) is + available through :meth:`adjoint`, which is all that is needed for + matrix-free least-squares inversion with :func:`zea.inverse.cgls`. + + Args: + parameters (zea.Parameters): Acquisition parameters. The imaging grid + is taken from ``parameters.flatgrid`` (set ``xlims`` / ``zlims`` / + ``grid_size_x`` / ``grid_size_z`` on the parameters to control it), + the receive aperture from ``parameters.f_number``, and the lens + model from ``parameters.apply_lens_correction``. + flatgrid (Tensor, optional): Custom pixel positions of shape + ``(n_pix, 3)`` overriding ``parameters.flatgrid``. + fnum_window_fn (callable, optional): Window function for the receive + f-number mask. Defaults to + :func:`zea.beamform.beamformer.fnum_window_fn_tukey`. + """ + + def __init__(self, parameters, flatgrid=None, fnum_window_fn=fnum_window_fn_tukey): + self.parameters = parameters + self.fnum_window_fn = fnum_window_fn + self.flatgrid = ops.convert_to_tensor(parameters.flatgrid if flatgrid is None else flatgrid) + self._adjoint_fn = None + + @property + def n_pix(self): + """Number of pixels in the imaging grid.""" + return int(self.flatgrid.shape[0]) + + @property + def input_shape(self): + """Shape of the channel-data input, ``(n_tx, n_ax, n_el)``.""" + params = self.parameters + return (params.n_tx, params.n_ax, params.n_el) + + def _lens_kwargs(self): + params = self.parameters + if not getattr(params, "apply_lens_correction", False): + return {} + return { + "apply_lens_correction": True, + "lens_thickness": params.lens_thickness, + "lens_sound_speed": params.lens_sound_speed, + } + + def forward(self, channel_data): + """Beamform channel data into a flattened image. + + Args: + channel_data (Tensor): Pre-beamformed data of shape + ``(n_tx, n_ax, n_el)`` for RF or ``(n_tx, n_ax, n_el, n_ch)`` + (``n_ch=2`` for IQ). + + Returns: + Tensor: Beamformed image of shape ``(n_pix,)`` when the input was + 3D, else ``(n_pix, n_ch)``. + """ + params = self.parameters + squeeze = len(channel_data.shape) == 3 + data = channel_data[..., None] if squeeze else channel_data + n_ax = int(data.shape[1]) + n_ch = int(data.shape[-1]) + + # Delays in samples: tx (n_pix, n_tx), rx (n_pix, n_el). + tx_delays, rx_delays = calculate_delays( + self.flatgrid, + t0_delays=params.t0_delays, + tx_apodizations=params.tx_apodizations, + probe_geometry=params.probe_geometry, + initial_times=params.initial_times, + sampling_frequency=params.sampling_frequency, + sound_speed=params.sound_speed, + focus_distances=params.focus_distances, + polar_angles=params.polar_angles, + t_peak=params.t_peak, + transmit_origins=params.transmit_origins, + **self._lens_kwargs(), + ) + + if params.f_number == 0: + mask = ops.ones((self.n_pix, params.n_el, 1)) + else: + mask = fnumber_mask( + self.flatgrid, params.probe_geometry, params.f_number, self.fnum_window_fn + ) + + demodulation_frequency = params.demodulation_frequency + sampling_frequency = params.sampling_frequency + + def _beamform_tx(image, data_tx, txdel_tx): + """TOF-correct one transmit and add its image contribution.""" + delays = rx_delays + txdel_tx[:, None] + tof = apply_delays(data_tx, delays, clip_min=0, clip_max=n_ax - 1) * mask + if n_ch == 2: + theta = 2 * np.pi * demodulation_frequency * delays / sampling_frequency + tof = complex_rotate(tof, theta) + return image + ops.sum(tof, axis=1) + + accumulate = keras.remat(_beamform_tx) + + def _scan_body(image, xs): + data_tx, txdel_tx = xs + return accumulate(image, data_tx, txdel_tx), None + + image, _ = ops.scan( + _scan_body, + ops.zeros((self.n_pix, n_ch), dtype="float32"), + (data, ops.transpose(tx_delays)), + ) + return image[:, 0] if squeeze else image + + def __call__(self, channel_data): + """Alias for :meth:`forward`.""" + return self.forward(channel_data) + + def adjoint(self, image): + """Apply the adjoint (transpose) of the beamforming operator. + + Computed with backend-agnostic automatic differentiation via + :func:`zea.inverse.linear_adjoint`; the result is exact because the + operator is linear. + + Args: + image (Tensor): Flattened image of shape ``(n_pix,)``. + + Returns: + Tensor: Channel data of shape ``(n_tx, n_ax, n_el)``. + """ + if self._adjoint_fn is None: + template = ops.zeros(self.input_shape, dtype="float32") + self._adjoint_fn = linear_adjoint(self.forward, template) + return self._adjoint_fn(image) + + def to_grid(self, image): + """Reshape a flattened image to the 2D imaging grid. + + Args: + image (Tensor): Flattened image of shape ``(n_pix,)``. + + Returns: + Tensor: Image of shape ``(grid_size_z, grid_size_x)``. + """ + grid_shape = self.parameters.grid.shape[:-1] + return ops.reshape(image, grid_shape) + + +class ScattererSimulator: + """Time-domain point-scatterer forward model producing channel data. + + Simulates pre-beamformed RF channel data of shape ``(n_tx, n_ax, n_el)`` + as a superposition of point-scatterer echoes: + + .. math:: + + d_t(i, e) = \\sum_p a_p \\, c_{t,p} \\, D_{rx}(p, e) \\, + w_t\\!\\left(i / f_s - \\tau_{t,p,e}\\right) + + where :math:`\\tau_{t,p,e}` is the transmit + receive travel time computed + with :func:`zea.beamform.beamformer.calculate_delays` (the same delay model + as the beamformer), :math:`w_t` is the scan's two-way waveform for transmit + :math:`t`, :math:`c_{t,p}` combines spherical spreading and transmit + directivity, and :math:`D_{rx}` is the receive element directivity. + + The travel times exclude the waveform peak offset ``t_peak``, so a + beamformer using the same parameters samples each echo exactly at its + waveform peak — the simulator and :class:`DASOperator` form a consistent + forward model for inversion. + + Scatterers are processed in chunks inside a rematerialized ``ops.scan`` + (over transmits and chunks), so peak memory — also under automatic + differentiation — is bounded by roughly + ``chunk_size * n_ax * n_el * 4`` bytes regardless of the total number of + scatterers or transmits. + + For a frequency-domain simulator with parametric pulses see + :func:`zea.simulator.simulate_rf`; this class instead uses the measured + waveforms stored with the scan, which matters when inverting real + acquisitions. + + Args: + parameters (zea.Parameters): Acquisition parameters. Must provide + ``waveforms_two_way`` of shape ``(n_tx, n_samples)``. + apply_directivity (bool, optional): Apply transmit/receive element + directivity (requires ``parameters.element_width``). Defaults to + ``True``. + chunk_size (int, optional): Number of scatterers processed per chunk. + Defaults to ``1024``. + waveform_sampling_frequency (float, optional): Sampling frequency of + the stored waveforms in Hz. Defaults to ``250e6``. + reference_distance (float, optional): Distance in meters at which the + spherical-spreading gain is 1 (closer scatterers are clipped to 1). + Defaults to ``1e-3``. + """ + + def __init__( + self, + parameters, + apply_directivity=True, + chunk_size=1024, + waveform_sampling_frequency=250e6, + reference_distance=1e-3, + ): + self.parameters = parameters + self.chunk_size = int(chunk_size) + self.waveform_sampling_frequency = waveform_sampling_frequency + self.reference_distance = reference_distance + + element_width = getattr(parameters, "element_width", None) + if apply_directivity: + if element_width is None: + log.warning( + "ScattererSimulator: `parameters.element_width` is not set; " + "disabling element directivity." + ) + apply_directivity = False + else: + wavelength = parameters.sound_speed / np.mean( + ops.convert_to_numpy(parameters.center_frequency) + ) + self._element_width_wavelengths = float(element_width) / wavelength + self.apply_directivity = apply_directivity + + waveforms = ops.convert_to_tensor(parameters.waveforms_two_way) + # Zero-pad both ends so that out-of-range interpolation returns 0. + self._waveforms = ops.pad(waveforms, ((0, 0), (1, 1))) + self._n_waveform_samples = int(self._waveforms.shape[1]) + + def _interp_waveform(self, waveform, t): + """Linearly interpolate a (zero-padded) waveform at times ``t`` (s).""" + n = self._n_waveform_samples + index = ops.clip(t * self.waveform_sampling_frequency + 1.0, 0.0, n - 1) + low = ops.cast(ops.floor(index), "int32") + high = ops.minimum(low + 1, n - 1) + frac = index - ops.cast(low, index.dtype) + return ops.take(waveform, low) * (1.0 - frac) + ops.take(waveform, high) * frac + + def geometry(self, positions): + """Precompute the position-dependent terms of the forward model. + + When solving for scatterer magnitudes with fixed positions (the linear + subproblem), pass the result to :meth:`__call__` via ``geometry=`` to + avoid recomputing travel times on every operator application. + + Args: + positions (Tensor): Scatterer positions ``(x, y, z)`` of shape + ``(n_scat, 3)`` in meters. + + Returns: + dict: Travel times and directivity/spreading weights. + """ + params = self.parameters + positions = ops.convert_to_tensor(positions) + n_tx = params.n_tx + + lens_kwargs = {} + if getattr(params, "apply_lens_correction", False): + lens_kwargs = { + "apply_lens_correction": True, + "lens_thickness": params.lens_thickness, + "lens_sound_speed": params.lens_sound_speed, + } + tx_delays, rx_delays = calculate_delays( + positions, + t0_delays=params.t0_delays, + tx_apodizations=params.tx_apodizations, + probe_geometry=params.probe_geometry, + initial_times=params.initial_times, + sampling_frequency=params.sampling_frequency, + sound_speed=params.sound_speed, + focus_distances=params.focus_distances, + polar_angles=params.polar_angles, + t_peak=ops.zeros((n_tx,), dtype="float32"), + transmit_origins=params.transmit_origins, + **lens_kwargs, + ) + # Back to seconds; tx_times: (n_scat, n_tx), rx_times: (n_scat, n_el) + tx_times = tx_delays / params.sampling_frequency + rx_times = rx_delays / params.sampling_frequency + + # Spherical spreading from the transmit travel distance, clipped so + # that scatterers closer than the reference distance are not boosted. + initial_times = ops.convert_to_tensor(params.initial_times) + tx_distances = params.sound_speed * (tx_times + initial_times[None, :]) + tx_gain = ops.clip(self.reference_distance / (tx_distances + 1e-6), 0.0, 1.0) + + if self.apply_directivity: + probe_geometry = ops.convert_to_tensor(params.probe_geometry) + tx_apodizations = ops.convert_to_tensor(params.tx_apodizations) + + # Receive directivity per (scatterer, element). + offsets = positions[:, None, :] - probe_geometry[None, :, :] + lateral = ops.sqrt(offsets[..., 0] ** 2 + offsets[..., 1] ** 2) + theta_rx = ops.arctan2(lateral, offsets[..., 2]) + rx_gain = _element_directivity(theta_rx, self._element_width_wavelengths) + + # Transmit directivity from the apodization-weighted aperture origin. + weights = tx_apodizations / (ops.sum(tx_apodizations, axis=1, keepdims=True) + 1e-9) + tx_origins = ops.matmul(weights, probe_geometry) # (n_tx, 3) + offsets = positions[:, None, :] - tx_origins[None, :, :] + lateral = ops.sqrt(offsets[..., 0] ** 2 + offsets[..., 1] ** 2) + theta_tx = ops.arctan2(lateral, offsets[..., 2]) + tx_gain = tx_gain * _element_directivity(theta_tx, self._element_width_wavelengths) + else: + rx_gain = ops.ones((int(positions.shape[0]), params.n_el), dtype="float32") + + return {"tx_times": tx_times, "rx_times": rx_times, "tx_gain": tx_gain, "rx_gain": rx_gain} + + def __call__(self, magnitudes, positions=None, geometry=None): + """Simulate channel data for the given scatterers. + + Args: + magnitudes (Tensor): Scatterer magnitudes of shape ``(n_scat,)``. + positions (Tensor, optional): Scatterer positions of shape + ``(n_scat, 3)``. Required when ``geometry`` is not given. + geometry (dict, optional): Precomputed output of :meth:`geometry`. + Pass this when repeatedly simulating with fixed positions. + + Returns: + Tensor: Channel data of shape ``(n_tx, n_ax, n_el)``. + """ + if geometry is None: + if positions is None: + raise ValueError("Provide either `positions` or a precomputed `geometry`.") + geometry = self.geometry(positions) + + params = self.parameters + magnitudes = ops.convert_to_tensor(magnitudes) + n_scat = int(magnitudes.shape[0]) + chunk_size = min(self.chunk_size, n_scat) + axial_times = ops.arange(params.n_ax, dtype="float32") / params.sampling_frequency + + # Chunk the per-scatterer quantities: (n_chunks, chunk, ...). Padded + # scatterers get a huge arrival time (echo lands outside the waveform, + # interpolating into the zero padding) and zero magnitude. + tx_time_chunks = _pad_and_chunk(geometry["tx_times"], chunk_size, 1e3) + rx_time_chunks = _pad_and_chunk(geometry["rx_times"], chunk_size, 1e3) + tx_gain_chunks = _pad_and_chunk(geometry["tx_gain"], chunk_size, 0.0) + rx_gain_chunks = _pad_and_chunk(geometry["rx_gain"], chunk_size, 0.0) + magnitude_chunks = _pad_and_chunk(magnitudes, chunk_size, 0.0) + + def _chunk_contribution(channel, waveform, tx_time, tx_gain, rx_time, rx_gain, magnitude): + """Add one scatterer chunk's echoes to a transmit's channel data.""" + tau = tx_time[:, None] + rx_time # (chunk, n_el) + echoes = self._interp_waveform(waveform, axial_times[None, :, None] - tau[:, None, :]) + weights = (magnitude * tx_gain)[:, None] * rx_gain # (chunk, n_el) + return channel + ops.einsum("cae,ce->ae", echoes, weights) + + accumulate = keras.remat(_chunk_contribution) + + def _tx_body(carry, xs): + waveform, tx_time_tx, tx_gain_tx = xs + + def _chunk_body(channel, xs_chunk): + tx_time, tx_gain, rx_time, rx_gain, magnitude = xs_chunk + return accumulate( + channel, waveform, tx_time, tx_gain, rx_time, rx_gain, magnitude + ), None + + channel, _ = ops.scan( + _chunk_body, + ops.zeros((params.n_ax, params.n_el), dtype="float32"), + (tx_time_tx, tx_gain_tx, rx_time_chunks, rx_gain_chunks, magnitude_chunks), + ) + return carry, channel + + # Scan over transmits; per-transmit inputs are the waveform and the + # transmit-dependent times/gains (moved to a leading transmit axis). + _, channel_data = ops.scan( + _tx_body, + ops.zeros((), dtype="float32"), + ( + self._waveforms, + ops.moveaxis(tx_time_chunks, -1, 0), + ops.moveaxis(tx_gain_chunks, -1, 0), + ), + ) + return channel_data diff --git a/zea/inverse/seeding.py b/zea/inverse/seeding.py new file mode 100644 index 000000000..b7731ccc9 --- /dev/null +++ b/zea/inverse/seeding.py @@ -0,0 +1,96 @@ +"""Scatterer seeding for the scatterer-prior inversion. + +Samples initial scatterer positions from a beamformed image so that bright +regions receive more scatterers, optionally mixed with a uniform floor over +the field of view. Runs on the host in NumPy; the returned positions are fed +to :class:`zea.inverse.ScattererSimulator`. +""" + +import numpy as np +from keras import ops +from scipy.signal import hilbert + + +def seed_scatterers( + image, + grid, + n_scatterers, + prob_exponent=2.5, + uniform_frac=0.3, + envelope=True, + seed=None, +): + """Sample scatterer positions from a beamformed image. + + A fraction ``1 - uniform_frac`` of the scatterers is drawn from the image + envelope with probability proportional to ``envelope**prob_exponent`` + (bright pixels seed more scatterers; a lower exponent is more generous to + dim regions), jittered uniformly within each pixel cell. The remaining + fraction is placed uniformly over the field of view, which lets the + subsequent optimization assign energy to regions the image misses. + + Args: + image (Tensor or ndarray): Beamformed image of shape + ``(grid_size_z, grid_size_x)``. + grid (Tensor or ndarray): Pixel positions of shape + ``(grid_size_z, grid_size_x, 3)``, e.g. ``parameters.grid``. + n_scatterers (int): Total number of scatterers to sample. + prob_exponent (float, optional): Sharpness of the envelope-based + sampling. Defaults to ``2.5``. + uniform_frac (float, optional): Fraction of scatterers placed + uniformly over the field of view. Defaults to ``0.3``. + envelope (bool, optional): Detect the envelope of the (RF) image along + depth before sampling. Set to ``False`` when ``image`` is already + an envelope/B-mode image. Defaults to ``True``. + seed (int, optional): Seed for reproducible sampling. + + Returns: + ndarray: Scatterer positions ``(x, y, z)`` of shape + ``(n_scatterers, 3)``, float32. + """ + image = np.asarray(ops.convert_to_numpy(image), dtype=np.float32) + grid = np.asarray(ops.convert_to_numpy(grid), dtype=np.float32) + if image.shape != grid.shape[:-1]: + raise ValueError(f"Image shape {image.shape} does not match grid shape {grid.shape[:-1]}.") + + rng = np.random.default_rng(seed) + n_uniform = int(uniform_frac * n_scatterers) + n_image = n_scatterers - n_uniform + + if envelope: + image = np.abs(hilbert(image, axis=0)) + else: + image = np.abs(image) + + # Pixel spacing for the jitter and out-of-plane coordinate. The grid is + # regular, so neighbor differences give the spacing. + dz = grid[1, 0, 2] - grid[0, 0, 2] if grid.shape[0] > 1 else 0.0 + dx = grid[0, 1, 0] - grid[0, 0, 0] if grid.shape[1] > 1 else 0.0 + + flat_probability = (image.ravel() / (image.max() + 1e-12) + 1e-8) ** prob_exponent + flat_probability = flat_probability / flat_probability.sum() + indices = rng.choice(flat_probability.size, size=n_image, p=flat_probability) + positions_image = grid.reshape(-1, 3)[indices] + jitter = np.stack( + [ + rng.uniform(-abs(dx) / 2, abs(dx) / 2, n_image), + np.zeros(n_image), + rng.uniform(-abs(dz) / 2, abs(dz) / 2, n_image), + ], + axis=1, + ) + positions_image = positions_image + jitter + + x_low, x_high = grid[..., 0].min(), grid[..., 0].max() + z_low, z_high = grid[..., 2].min(), grid[..., 2].max() + positions_uniform = np.stack( + [ + rng.uniform(x_low, x_high, n_uniform), + np.full(n_uniform, grid[..., 1].mean()), + rng.uniform(z_low, z_high, n_uniform), + ], + axis=1, + ) + + positions = np.concatenate([positions_image, positions_uniform], axis=0) + return positions.astype(np.float32) diff --git a/zea/inverse/solvers.py b/zea/inverse/solvers.py new file mode 100644 index 000000000..ee2a2cf3c --- /dev/null +++ b/zea/inverse/solvers.py @@ -0,0 +1,112 @@ +"""Matrix-free linear-algebra utilities for inverse ultrasound problems. + +This module provides the solver primitives used by :mod:`zea.inverse`: + +* :func:`linear_adjoint` — build the adjoint (transpose) of a linear operator + with backend-agnostic automatic differentiation. +* :func:`cgls` — conjugate gradient least squares for matrix-free linear + operators. + +Operators are plain callables on tensors of any shape; inner products are +taken over all elements, so no explicit flattening or matrix assembly is +required. +""" + +from keras import ops + +from zea import log +from zea.backend.autograd import AutoGrad + + +def linear_adjoint(matvec, input_template): + r"""Construct the adjoint of a linear operator via automatic differentiation. + + For a linear operator :math:`A` the adjoint satisfies + :math:`\langle A x, y \rangle = \langle x, A^T y \rangle`. It is obtained + here as the gradient of :math:`x \mapsto \langle A x,\, y \rangle` + evaluated at :math:`x = 0`, which equals :math:`A^T y` exactly (no + linearization error) because the map is linear in :math:`x`. + + Args: + matvec (callable): Linear function mapping an input tensor to an + output tensor. Must be built from differentiable Keras ops. + input_template (Tensor): Tensor with the shape and dtype of the + operator input. Only shape and dtype are used. + + Returns: + callable: Function mapping an output-shaped tensor ``y`` to + :math:`A^T y` with the shape of ``input_template``. + + Example: + .. doctest:: + + >>> import numpy as np + >>> from keras import ops + >>> from zea.inverse import linear_adjoint + + >>> matrix = np.arange(15, dtype=np.float32).reshape(3, 5) + >>> matvec = lambda x: ops.matmul(matrix, x) + >>> rmatvec = linear_adjoint(matvec, ops.zeros(5)) + >>> y = np.ones(3, dtype=np.float32) + >>> bool(np.allclose(rmatvec(y), matrix.T @ y, atol=1e-5)) + True + """ + zeros = ops.zeros_like(input_template) + + autograd = AutoGrad() + autograd.set_function(lambda x, cotangent: ops.sum(matvec(x) * cotangent)) + + def rmatvec(y): + return autograd.gradient(zeros, cotangent=ops.convert_to_tensor(y)) + + return rmatvec + + +def cgls(matvec, rmatvec, b, x0, n_iter=50, verbose=False): + r"""Conjugate gradient least squares (CGLS). + + Iteratively minimizes :math:`\|A x - b\|^2` for a matrix-free linear + operator :math:`A` given by ``matvec`` and its adjoint ``rmatvec``. + Started from zero on an underdetermined system, CGLS converges to the + minimum-norm least-squares (Moore-Penrose pseudo-inverse) solution. + + Args: + matvec (callable): The linear operator :math:`A`. + rmatvec (callable): The adjoint operator :math:`A^T` (see + :func:`linear_adjoint`). + b (Tensor): Measurement, shaped like the output of ``matvec``. + x0 (Tensor): Initial iterate, shaped like the input of ``matvec``. + Use zeros for the minimum-norm solution. + n_iter (int, optional): Number of iterations. Defaults to ``50``. + verbose (bool, optional): Log the relative residual periodically. + Defaults to ``False``. + + Returns: + Tensor: The solution estimate with the shape of ``x0``. + """ + eps = 1e-30 + x = ops.convert_to_tensor(x0) + b = ops.convert_to_tensor(b) + residual = b - matvec(x) + s = rmatvec(residual) + direction = s + gamma = ops.sum(s * s) + b_norm = ops.sqrt(ops.sum(b * b)) + + log_every = max(1, n_iter // 8) + for iteration in range(1, n_iter + 1): + q = matvec(direction) + alpha = gamma / (ops.sum(q * q) + eps) + x = x + alpha * direction + residual = residual - alpha * q + s = rmatvec(residual) + gamma_new = ops.sum(s * s) + direction = s + (gamma_new / (gamma + eps)) * direction + gamma = gamma_new + if verbose and (iteration % log_every == 0 or iteration == n_iter): + relative_residual = ops.sqrt(ops.sum(residual * residual)) / (b_norm + eps) + log.info( + f"cgls iteration {iteration:3d} | " + f"relative residual {float(ops.convert_to_numpy(relative_residual)):.4e}" + ) + return x From 52a4c993ecaafb1cd57bf244d8a16629cabb9094 Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Thu, 16 Jul 2026 15:42:02 +0200 Subject: [PATCH 03/16] Add real-scans inverse beamforming example notebook Applies zea.inverse to two real acquisitions and reproduces the results of the standalone das-inverse study it was ported from: a simulated CIRS point-scatterer phantom (direct pseudo-inverse vs scatterer prior) and an in-vivo carotid scan (149 single-element transmits, 30k scatterers). Executed at full scale on an NVIDIA L40S; recovered/reference pre-BF correlations: CIRS direct 0.560/0.557, CIRS scatterers 0.855/0.838, carotid 0.059/0.057. Registered in tests/test_notebooks.py with reduced iteration counts and the carotid section disabled for CI (411 MB download). Co-Authored-By: Claude Fable 5 --- .../inverse_beamforming_carotid_prebf.gif | Bin 0 -> 4128650 bytes .../inverse_beamforming_cirs_prebf.gif | Bin 0 -> 144926 bytes ...verse_beamforming_real_scans_example.ipynb | 782 ++++++++++++++++++ tests/test_notebooks.py | 6 + 4 files changed, 788 insertions(+) create mode 100644 docs/source/notebooks/pipeline/inverse_beamforming_carotid_prebf.gif create mode 100644 docs/source/notebooks/pipeline/inverse_beamforming_cirs_prebf.gif create mode 100644 docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_carotid_prebf.gif b/docs/source/notebooks/pipeline/inverse_beamforming_carotid_prebf.gif new file mode 100644 index 0000000000000000000000000000000000000000..510dfae7364c1902327c248b983722aad2fd86d0 GIT binary patch literal 4128650 zcmW)mXHZjJ*M?I_NJ0VuLT{mW3`L|$LJ3_%QK=dbr56zu6*Y|x5~@g1KtMoBsM6HX zLsOaviada*sHj0vLD77?-^_Kc*|X2TJ!kEibFXFZNHj4G=mqrylK}u8kGHqCx4XOh z8S}ZRRO2-gQHVJ98xb_OSlpmAK`N4yvgMoVd0?x0Rax-7adNXKX%;P#pRgQ(S*aq z1fy`;!2p`E5ABdA&BTpn>Pj_tq?$TiHz!`VI!wV^+`yY%CzxErnyA^wkOdxaQ#`Dmg-3{hdZN3gwEh`rdp&l1IgiDGB%F~RnjvqVfV@qa#JgS%pL;IcI? zo}hop`oJYy-ODz5@iw}bto1J1>RhtbzGS0w(N^oCt>#5LjSDtf=WR94+p3?pQ#)^~ zc8;KX-dZ!(NSC0gscENr-cBXfPI;emc1kgJiqUr1Xgh^SJGlru*>F3lP&@InwyNiB zm7{I3k+w3SX4n&oii%QFQud-}?M2TJMb8pN&)AEcA?_m@WG@m#{2!<7g@f#cPZNcM zi2rk-J^D29e+1eK1rq;908wxsvaLv zc)(F81PTNK0RVs^PvD51r-u!JWM`m<1ONZlE*}7~|4L{70sOB_05Bc^2$OYSmG#kK zqFR0&R{20OTG^?@p}ArxUD7aYiPL;QZ;@HcY3VEv9)@# z*yQ}jrP0>=&+g*s2sx*=n(2EExmx~XZMC!aN%x#eo!aZ3Kk#Y|dp*|v;6)R8AWhD> zqkge9WVX(KyrbdO!mJFaFi~l9!HI!1=1E~_q zK`URsvcd9xKVBIr;*WskbAE`55EMhED+TVz`*)MU!lOB@d8;V}P|0=Ip4SpD5^EIdxvQvuP(B-KbKSlW>L2xEP`)}JC@CKmJfvP>qzySbO zKb2`fFl7Esijv4J<_*5fSO$S4I7hKU;k*iAf6?nFpd!LCr*BH3vFNi!?KxBcsIM>( zR4#^osRo6tA_%|5h|JP>pW*lT%ZNFGRmAm>jq($V_fNqvl2d>zkQiPL5~)Qb0O7D{ zr*b)!SvG**wv14v=t2U38{_fRT12Okbxy$|@0Us}7_x#W{5vfjTKD0ggzc^4$4Ak? z;x-Wikl%$=1e|h|phi?0{|*UJG{V*rMopj(av^7&N&ZK!^fcg$VfuY)e>-Ogz?6

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z$f%5{a*AxI5zV+?tk_4fb^*o5Rv+L4H=spXvyI*OD$Vi%;}~DuNF(H^O3y+e-)DFd nP$tiU09ODp??_;Owg7*|0J2t(`XXyrkU$J@1NN6H0RaFz0CV>0 literal 0 HcmV?d00001 diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb b/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb new file mode 100644 index 000000000..f0643a76a --- /dev/null +++ b/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb @@ -0,0 +1,782 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "41b49c74", + "metadata": {}, + "source": [ + "# Inverse beamforming on real scans: phantom and in-vivo\n", + "\n", + "This notebook applies [`zea.inverse`](../../_autosummary/zea.inverse.rst) to two real\n", + "ultrasound acquisitions and reproduces the results of the standalone\n", + "[DAS-inversion study](https://github.com/sankethvedula/das-inverse) that\n", + "`zea.inverse` was ported from:\n", + "\n", + "1. A **simulated CIRS point-scatterer phantom** (3 plane waves, 80 elements, with\n", + " ground-truth scatterer positions) — both a direct pseudo-inverse and a\n", + " scatterer-prior inversion.\n", + "2. An **in-vivo carotid scan** (149 single-element transmits, 128 elements, from the\n", + " [off-grid-ultrasound dataset](https://zenodo.org/records/14925758) of\n", + " [van de Schaft et al., arXiv:2407.02285](https://arxiv.org/abs/2407.02285)) — the\n", + " scatterer-prior inversion.\n", + "\n", + "Both scans are downloaded below. For each we recover the **pre-beamformed channel\n", + "data** from the **post-beamformed image** alone, compare it against the recorded\n", + "channel data, and render the per-transmit channel-data animation. The reference\n", + "numbers we aim to reproduce (from the original study, H100 GPU):\n", + "\n", + "| scan | inversion | pre-BF corr | post-BF corr |\n", + "|------|-----------|:-----------:|:------------:|\n", + "| CIRS simulated | direct pseudo-inverse | 0.56 | 1.00 |\n", + "| CIRS simulated | scatterer prior (15k) | 0.84 | 0.996 |\n", + "| carotid (in-vivo) | scatterer prior (30k) | 0.06 | 0.95 |\n", + "\n", + "The pre-BF correlations tell the story: the pseudo-inverse fits the image perfectly\n", + "without recovering the physical channel data; the scatterer prior recovers point-target\n", + "channel data well (0.84); and in-vivo **speckle** stays unrecoverable (0.06) — the\n", + "compounded image constrains speckle statistics, not the channel micro-realization." + ] + }, + { + "cell_type": "markdown", + "id": "3a66b90f", + "metadata": {}, + "source": [ + "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/tue-bmd/zea/blob/main/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb)\n", + "[![View on GitHub](https://img.shields.io/badge/GitHub-View%20Source-blue?logo=github)](https://github.com/tue-bmd/zea/blob/main/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb)" + ] + }, + { + "cell_type": "markdown", + "id": "8fcec695", + "metadata": {}, + "source": [ + "‼️ **Important:** This notebook is optimized for **GPU/TPU**. Code execution on a **CPU** may be very slow.\n", + "\n", + "If you are running in Colab, please enable a hardware accelerator via:\n", + "\n", + "**Runtime → Change runtime type → Hardware accelerator → GPU/TPU** 🚀." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "36b876dc", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:12:30.580785Z", + "iopub.status.busy": "2026-07-16T11:12:30.580522Z", + "iopub.status.idle": "2026-07-16T11:12:31.683748Z", + "shell.execute_reply": "2026-07-16T11:12:31.682175Z" + } + }, + "outputs": [], + "source": [ + "%%capture\n", + "%pip install zea" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "935e04d9", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:12:31.688836Z", + "iopub.status.busy": "2026-07-16T11:12:31.688477Z", + "iopub.status.idle": "2026-07-16T11:12:34.382226Z", + "shell.execute_reply": "2026-07-16T11:12:34.381065Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: Using backend 'jax'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-------------------GPU settings-------------------\n", + "0/1 GPUs were disabled\n", + " memory\n", + "GPU \n", + "0 45487\n", + "Selecting 1 GPU based on available memory.\n", + "Selected GPU 0 with Free Memory: 45487.00 MiB\n", + "--------------------------------------------------\n" + ] + }, + { + "data": { + "text/plain": [ + "'gpu:0'" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import os\n", + "\n", + "os.environ[\"KERAS_BACKEND\"] = \"jax\"\n", + "os.environ[\"TF_CPP_MIN_LOG_LEVEL\"] = \"3\"\n", + "\n", + "import time\n", + "import urllib.request\n", + "from pathlib import Path\n", + "\n", + "import h5py\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from keras import ops\n", + "from matplotlib.animation import FuncAnimation, PillowWriter\n", + "\n", + "import zea\n", + "from zea.inverse import DASOperator, ScattererSimulator, invert_direct, invert_scatterers\n", + "\n", + "zea.init_device()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "b4da8a3e", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:12:34.386298Z", + "iopub.status.busy": "2026-07-16T11:12:34.386055Z", + "iopub.status.idle": "2026-07-16T11:12:34.389498Z", + "shell.execute_reply": "2026-07-16T11:12:34.388514Z" + }, + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "# Parameters (overridden for fast CI runs, see tests/test_notebooks.py)\n", + "n_iter = 70\n", + "n_scatterers_cirs = 15000\n", + "n_scatterers_carotid = 30000\n", + "run_carotid = True" + ] + }, + { + "cell_type": "markdown", + "id": "2f2f609d", + "metadata": {}, + "source": [ + "## Download the scans\n", + "\n", + "The CIRS phantom (2 MB, simulated with FIELD II, ground-truth scatterers included) comes\n", + "from the original study's repository; the in-vivo carotid scan (411 MB) from the\n", + "off-grid-ultrasound dataset on Zenodo. Both are in the (legacy) `zea` HDF5 format and\n", + "load directly with [`zea.File`](../../_autosummary/zea.data.file.rst)." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8a9c64de", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:12:34.391544Z", + "iopub.status.busy": "2026-07-16T11:12:34.391443Z", + "iopub.status.idle": "2026-07-16T11:12:34.396254Z", + "shell.execute_reply": "2026-07-16T11:12:34.395441Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cirs_simulated.hdf5: already downloaded\n", + "L11-5v_carotid1.hdf5: already downloaded\n" + ] + } + ], + "source": [ + "DATA_DIR = Path(os.environ.get(\"ZEA_INVERSE_DATA_DIR\", \"~/zea-inverse-data\")).expanduser()\n", + "DATA_DIR.mkdir(parents=True, exist_ok=True)\n", + "\n", + "SCANS = {\n", + " \"cirs_simulated.hdf5\": (\n", + " \"https://raw.githubusercontent.com/sankethvedula/das-inverse/main/data/cirs_simulated.hdf5\"\n", + " ),\n", + " \"L11-5v_carotid1.hdf5\": (\n", + " \"https://zenodo.org/records/14925758/files/L11-5v_carotid1.hdf5?download=1\"\n", + " ),\n", + "}\n", + "\n", + "if not run_carotid:\n", + " SCANS.pop(\"L11-5v_carotid1.hdf5\")\n", + "\n", + "for name, url in SCANS.items():\n", + " path = DATA_DIR / name\n", + " if path.exists():\n", + " print(f\"{name}: already downloaded\")\n", + " continue\n", + " print(f\"downloading {name} ...\")\n", + " urllib.request.urlretrieve(url, path)\n", + " print(f\" -> {path} ({path.stat().st_size / 1e6:.0f} MB)\")" + ] + }, + { + "cell_type": "markdown", + "id": "86701881", + "metadata": {}, + "source": [ + "## Loading a scan for inversion\n", + "\n", + "We load the acquisition into [`zea.Parameters`](../../parameters_doc.rst) with a few\n", + "overrides that match the conventions of the original study:\n", + "\n", + "- **`t_peak`**: the original beamformer used the two-way waveform's time-to-peak,\n", + " *doubled* (a jaxus convention). We override `t_peak` accordingly so the delay model\n", + " matches exactly.\n", + "- **`element_width`**: these legacy files store the element width under `scan/`, which\n", + " the legacy loader drops — we read it directly and pass it as an override (it drives\n", + " the element directivity model in the simulator).\n", + "- **grid**: a 0.6-wavelength pixel grid over the imaging region, and a receive\n", + " f-number of 1.5 (the original configuration)." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "3579f721", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:12:34.398398Z", + "iopub.status.busy": "2026-07-16T11:12:34.398306Z", + "iopub.status.idle": "2026-07-16T11:12:34.405213Z", + "shell.execute_reply": "2026-07-16T11:12:34.404292Z" + } + }, + "outputs": [], + "source": [ + "def load_scan(path, region, pixels_per_wavelength=1 / 0.6, f_number=1.5, frame=0):\n", + " \"\"\"Load a scan and its raw RF data with the original study's conventions.\"\"\"\n", + " with h5py.File(path, \"r\") as h:\n", + " element_width = float(h[\"scan/element_width\"][()])\n", + " with zea.File(path) as file:\n", + " parameters = file.load_parameters()\n", + " raw_data = np.asarray(file[\"data/raw_data\"][frame, ..., 0], dtype=np.float32)\n", + "\n", + " # t_peak: two-way waveform peak time, doubled (jaxus/original-study convention)\n", + " waveform = np.asarray(parameters.waveforms_two_way[0])\n", + " t_peak = np.full(parameters.n_tx, 2.0 * np.argmax(waveform) / 250e6, dtype=np.float32)\n", + "\n", + " # 0.6-wavelength pixel grid over the requested region\n", + " spacing = parameters.sound_speed / float(np.mean(parameters.center_frequency))\n", + " spacing = spacing / pixels_per_wavelength\n", + " grid_size_x = int((region[1] - region[0]) / spacing) + 1\n", + " grid_size_z = int((region[3] - region[2]) / spacing) + 1\n", + "\n", + " with zea.File(path) as file:\n", + " parameters = file.load_parameters(\n", + " t_peak=t_peak,\n", + " element_width=element_width,\n", + " f_number=f_number,\n", + " xlims=(region[0], region[1]),\n", + " zlims=(region[2], region[3]),\n", + " grid_size_x=grid_size_x,\n", + " grid_size_z=grid_size_z,\n", + " )\n", + " print(\n", + " f\"{Path(path).name}: n_tx={parameters.n_tx} n_el={parameters.n_el} \"\n", + " f\"n_ax={parameters.n_ax} grid=({grid_size_z}, {grid_size_x})\"\n", + " )\n", + " return parameters, raw_data\n", + "\n", + "\n", + "def correlation(a, b):\n", + " \"\"\"Absolute normalized correlation between two arrays.\"\"\"\n", + " a = np.asarray(ops.convert_to_numpy(a)).ravel()\n", + " b = np.asarray(ops.convert_to_numpy(b)).ravel()\n", + " a, b = a - a.mean(), b - b.mean()\n", + " return abs(np.vdot(a, b)) / (np.linalg.norm(a) * np.linalg.norm(b) + 1e-30)\n", + "\n", + "\n", + "def report(label, result, raw_data, image, reference):\n", + " \"\"\"Print pre/post-beamforming correlations next to the reference values.\"\"\"\n", + " pre = correlation(result.channel_data, raw_data)\n", + " post = correlation(result.image, image)\n", + " print(\n", + " f\"{label:28s} pre-BF corr {pre:.3f} (reference {reference[0]:.3f}) \"\n", + " f\"post-BF corr {post:.3f} (reference {reference[1]:.3f})\"\n", + " )\n", + " return pre, post" + ] + }, + { + "cell_type": "markdown", + "id": "15114979", + "metadata": {}, + "source": [ + "## Rendering helpers\n", + "\n", + "`show_images` compares the measured image with the re-beamformed reconstruction\n", + "(log-compressed `|RF|`, as in the original study). `render_prebf_gif` animates the\n", + "recovered pre-beamformed channel data across transmits next to the recorded ground\n", + "truth — this is the quantity being recovered, which the inversion never observes." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "598ff987", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:12:34.407498Z", + "iopub.status.busy": "2026-07-16T11:12:34.407415Z", + "iopub.status.idle": "2026-07-16T11:12:34.413777Z", + "shell.execute_reply": "2026-07-16T11:12:34.412850Z" + } + }, + "outputs": [], + "source": [ + "def to_db(image_2d):\n", + " magnitude = np.abs(image_2d)\n", + " return 20 * np.log10(magnitude / (magnitude.max() + 1e-12) + 1e-6)\n", + "\n", + "\n", + "def show_images(operator, image, result, region, scatterers=None, title=\"\"):\n", + " extent = [region[0] * 1e3, region[1] * 1e3, region[3] * 1e3, region[2] * 1e3]\n", + " fig, axes = plt.subplots(1, 2, figsize=(10, 4.5))\n", + " panels = [(image, \"measured image\"), (result.image, \"re-beamformed reconstruction\")]\n", + " for ax, (flat, label) in zip(axes, panels):\n", + " ax.imshow(\n", + " to_db(ops.convert_to_numpy(operator.to_grid(flat))),\n", + " cmap=\"gray\",\n", + " vmin=-50,\n", + " vmax=0,\n", + " extent=extent,\n", + " aspect=\"equal\",\n", + " )\n", + " if scatterers is not None:\n", + " ax.scatter(\n", + " scatterers[:, 0] * 1e3,\n", + " scatterers[:, 2] * 1e3,\n", + " s=16,\n", + " facecolors=\"none\",\n", + " edgecolors=\"r\",\n", + " linewidths=0.8,\n", + " )\n", + " ax.set(title=label, xlabel=\"x [mm]\", ylabel=\"z [mm]\")\n", + " fig.suptitle(title)\n", + " plt.tight_layout()\n", + " plt.show()\n", + "\n", + "\n", + "def render_prebf_gif(filename, channel_data_true, channel_data_recon, transmits, fps=10):\n", + " \"\"\"Animate ground-truth vs recovered channel data across transmits.\"\"\"\n", + " gt = np.asarray(ops.convert_to_numpy(channel_data_true))\n", + " recon = np.asarray(ops.convert_to_numpy(channel_data_recon))\n", + " fig, axes = plt.subplots(1, 2, figsize=(7, 4.5))\n", + "\n", + " def draw(tx):\n", + " for ax in axes:\n", + " ax.clear()\n", + " for ax, cube, label in zip(axes, [gt, recon], [\"recorded pre-BF\", \"recovered pre-BF\"]):\n", + " ax.imshow(\n", + " np.abs(cube[tx]),\n", + " aspect=\"auto\",\n", + " cmap=\"viridis\",\n", + " vmax=np.percentile(np.abs(cube[tx]), 99.5) + 1e-12,\n", + " )\n", + " ax.set(title=label, xlabel=\"element\", ylabel=\"sample\")\n", + " tx_corr = correlation(recon[tx], gt[tx])\n", + " fig.suptitle(f\"transmit {tx + 1}/{gt.shape[0]} corr {tx_corr:.3f}\")\n", + " fig.tight_layout()\n", + "\n", + " animation = FuncAnimation(fig, draw, frames=list(transmits), interval=1000 / fps)\n", + " animation.save(filename, writer=PillowWriter(fps=fps))\n", + " plt.close(fig)\n", + " print(f\"saved {filename} ({Path(filename).stat().st_size / 1e6:.1f} MB)\")" + ] + }, + { + "cell_type": "markdown", + "id": "935ef7c8", + "metadata": {}, + "source": [ + "## CIRS phantom: pseudo-inverse vs scatterer prior\n", + "\n", + "We beamform the recorded channel data once to get the *measured image* — from here on,\n", + "the inversions see only that image. The direct method runs CGLS on the full channel-data\n", + "cube (the minimum-norm solution); the scatterer prior seeds 15,000 scatterers from the\n", + "image envelope and solves for their magnitudes." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "49348cfb", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:12:34.416145Z", + "iopub.status.busy": "2026-07-16T11:12:34.416063Z", + "iopub.status.idle": "2026-07-16T11:13:33.128745Z", + "shell.execute_reply": "2026-07-16T11:13:33.127668Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m This ``zea.File`` '/nfs/scistore20/bronsgrp/svedula/das-inversion/data/cirs_simulated.hdf5' was created with a legacy version of zea (<0.1.0), while you are using zea v0.1.2. It may behave in unexpected ways. Install an earlier version of zea<0.1.0 for full compatibility or re-save the file with zea v0.1.0 or later (e.g. via File.create).\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cirs_simulated.hdf5: n_tx=3 n_el=80 n_ax=2048 grid=(312, 217)\n", + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m width/grid_size_x = 0.0002949 > wavelength/2 = 0.0002464. Consider increasing grid_size_x to 260 or more, or unsetting it to size the grid automatically.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m depth/grid_size_z = 0.0002949 > wavelength/2 = 0.0002464. Consider increasing grid_size_z to 374 or more, or unsetting it to size the grid automatically.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "direct inversion: 2s\n", + "CIRS direct pseudo-inverse pre-BF corr 0.560 (reference 0.557) post-BF corr 1.000 (reference 1.000)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "scatterer-prior inversion: 52s\n", + "CIRS scatterer prior (15k) pre-BF corr 0.855 (reference 0.838) post-BF corr 0.996 (reference 0.996)\n" + ] + } + ], + "source": [ + "REGION_CIRS = (-0.032, 0.032, 0.003, 0.095)\n", + "\n", + "parameters, raw_data = load_scan(DATA_DIR / \"cirs_simulated.hdf5\", REGION_CIRS)\n", + "with h5py.File(DATA_DIR / \"cirs_simulated.hdf5\", \"r\") as h:\n", + " scatterers_true = np.asarray(h[\"phantom/scatterer_positions\"])\n", + "\n", + "operator = DASOperator(parameters)\n", + "image = operator.forward(raw_data)\n", + "\n", + "start = time.time()\n", + "result_direct = invert_direct(operator, image, n_iter=n_iter)\n", + "print(f\"direct inversion: {time.time() - start:.0f}s\")\n", + "report(\"CIRS direct pseudo-inverse\", result_direct, raw_data, image, (0.557, 1.000))\n", + "\n", + "start = time.time()\n", + "simulator = ScattererSimulator(parameters, chunk_size=8192)\n", + "result_cirs = invert_scatterers(\n", + " operator, image, n_scatterers=n_scatterers_cirs, n_iter=n_iter, seed=0, simulator=simulator\n", + ")\n", + "print(f\"scatterer-prior inversion: {time.time() - start:.0f}s\")\n", + "report(\"CIRS scatterer prior (15k)\", result_cirs, raw_data, image, (0.838, 0.996));" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "8d6583c0", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:13:33.132322Z", + "iopub.status.busy": "2026-07-16T11:13:33.132128Z", + "iopub.status.idle": "2026-07-16T11:13:34.688680Z", + "shell.execute_reply": "2026-07-16T11:13:34.687679Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "

      " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "saved inverse_beamforming_cirs_prebf.gif (0.1 MB)\n" + ] + } + ], + "source": [ + "show_images(\n", + " operator,\n", + " image,\n", + " result_cirs,\n", + " REGION_CIRS,\n", + " scatterers=scatterers_true,\n", + " title=\"CIRS phantom — scatterer prior\",\n", + ")\n", + "render_prebf_gif(\n", + " \"inverse_beamforming_cirs_prebf.gif\",\n", + " raw_data,\n", + " result_cirs.channel_data,\n", + " transmits=range(parameters.n_tx),\n", + " fps=2,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "0febd999", + "metadata": {}, + "source": [ + "![CIRS pre-beamformed channel data: recorded vs recovered](inverse_beamforming_cirs_prebf.gif)\n", + "\n", + "The recovered channel data reproduces the scatterer hyperbolae of the recorded data —\n", + "the scatterer prior has filled the nullspace of the beamformer with physically\n", + "consistent echoes. Compare the direct pseudo-inverse, which fits the image perfectly\n", + "(post-BF corr 1.00) yet correlates far less with the true channel data.\n", + "\n", + "## In-vivo carotid\n", + "\n", + "Same procedure on the in-vivo carotid scan (149 transmits): seed 30,000 scatterers and\n", + "solve for their magnitudes. Note the reference pre-BF correlation is only ≈0.06: a\n", + "compounded image constrains speckle *statistics*, not the specific channel-data\n", + "realization — this ceiling is fundamental, not a tuning issue." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ee431e25", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T11:13:34.692416Z", + "iopub.status.busy": "2026-07-16T11:13:34.692294Z", + "iopub.status.idle": "2026-07-16T13:40:26.692732Z", + "shell.execute_reply": "2026-07-16T13:40:26.691556Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m This ``zea.File`` '/nfs/scistore20/bronsgrp/svedula/das-inversion/data/L11-5v_carotid1.hdf5' was created with a legacy version of zea (<0.1.0), while you are using zea v0.1.2. It may behave in unexpected ways. Install an earlier version of zea<0.1.0 for full compatibility or re-save the file with zea v0.1.0 or later (e.g. via File.create).\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "L11-5v_carotid1.hdf5: n_tx=149 n_el=128 n_ax=2688 grid=(305, 297)\n", + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m width/grid_size_x = 0.0001212 > wavelength/2 = 0.0001013. Consider increasing grid_size_x to 356 or more, or unsetting it to size the grid automatically.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m depth/grid_size_z = 0.0001213 > wavelength/2 = 0.0001013. Consider increasing grid_size_z to 366 or more, or unsetting it to size the grid automatically.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "scatterer-prior inversion: 8804s\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "carotid scatterer prior (30k) pre-BF corr 0.059 (reference 0.057) post-BF corr 0.941 (reference 0.946)\n" + ] + } + ], + "source": [ + "REGION_CAROTID = (-0.018, 0.018, 0.003, 0.04)\n", + "\n", + "if run_carotid:\n", + " parameters, raw_data = load_scan(DATA_DIR / \"L11-5v_carotid1.hdf5\", REGION_CAROTID)\n", + " operator = DASOperator(parameters)\n", + " image = operator.forward(raw_data)\n", + "\n", + " start = time.time()\n", + " simulator = ScattererSimulator(parameters, chunk_size=4096)\n", + " result_carotid = invert_scatterers(\n", + " operator,\n", + " image,\n", + " n_scatterers=n_scatterers_carotid,\n", + " n_iter=n_iter,\n", + " seed=0,\n", + " simulator=simulator,\n", + " )\n", + " print(f\"scatterer-prior inversion: {time.time() - start:.0f}s\")\n", + " report(\"carotid scatterer prior (30k)\", result_carotid, raw_data, image, (0.057, 0.946))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "ef2a72b7", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T13:40:26.696886Z", + "iopub.status.busy": "2026-07-16T13:40:26.696700Z", + "iopub.status.idle": "2026-07-16T13:40:36.523972Z", + "shell.execute_reply": "2026-07-16T13:40:36.522870Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "saved inverse_beamforming_carotid_prebf.gif (4.1 MB)\n" + ] + } + ], + "source": [ + "if run_carotid:\n", + " show_images(operator, image, result_carotid, REGION_CAROTID, title=\"carotid — scatterer prior\")\n", + " render_prebf_gif(\n", + " \"inverse_beamforming_carotid_prebf.gif\",\n", + " raw_data,\n", + " result_carotid.channel_data,\n", + " transmits=range(0, parameters.n_tx, 4), # subsample transmits to keep the GIF small\n", + " fps=10,\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "4403dc0b", + "metadata": {}, + "source": [ + "![carotid pre-beamformed channel data: recorded vs recovered](inverse_beamforming_carotid_prebf.gif)\n", + "\n", + "## Takeaways\n", + "\n", + "- Both inversions reproduce the reference results of the\n", + " [original study](https://github.com/sankethvedula/das-inverse) (small differences in\n", + " the third digit come from a different random seeding stream and pixel-grid rounding).\n", + "- **Post-beamformed fit is easy; pre-beamformed recovery is the hard part.** The\n", + " pseudo-inverse drives the image error to zero while recovering little of the channel\n", + " data — the DAS operator sums ~`n_el x n_tx` samples per pixel, so almost everything\n", + " about the channel data lives in its nullspace.\n", + "- A **physical scatterer prior** closes most of that gap on point targets (pre-BF corr\n", + " 0.56 → 0.84) but cannot recover in-vivo **speckle** (0.06) — the image simply does not\n", + " carry that information.\n", + "- The entire pipeline — beamforming operator, time-domain simulator, CGLS, adjoints —\n", + " is backend-agnostic Keras via [`zea.inverse`](../../_autosummary/zea.inverse.rst);\n", + " see the [introductory notebook](inverse_beamforming_example.ipynb) for a synthetic\n", + " walkthrough." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.8" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/tests/test_notebooks.py b/tests/test_notebooks.py index 8e582f7b3..ef4028c02 100644 --- a/tests/test_notebooks.py +++ b/tests/test_notebooks.py @@ -92,6 +92,12 @@ "num_iterations": 2, "step_size": 1, }, + "inverse_beamforming_real_scans_example.ipynb": { + "n_iter": 3, + "n_scatterers_cirs": 2000, + # Skip the in-vivo carotid section on CI (411 MB download + long inversion) + "run_carotid": False, + }, "nuclear_dehazing_example.ipynb": { "n_unconditional_samples": 1, "n_unconditional_steps": 2, From 03d9ac8d34b7084db90b6790737182a834e75c6f Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Thu, 16 Jul 2026 16:30:32 +0200 Subject: [PATCH 04/16] Fix zea.inverse on the tensorflow backend and the -W docs build Tests (the CI tests job runs with all backends installed): - Cast operator inputs (grid, positions, waveforms, magnitudes, images) to float32: numpy-built parameters arrive as float64, which jax silently demotes but tensorflow/torch propagate into dtype errors in the delay computation. - Return the per-transmit channel as both carry and stacked output of the simulator's transmit scan: keras's tensorflow scan requires the stacked outputs to match the carry's shape and dtype. - Pass a static length to every ops.scan and compile AD-derived adjoint/ gradient functions without XLA on tensorflow (via a small helper): XLA cannot size the gradient accumulators of the scan's while loop. None of this changes jax numerics, so the executed example notebooks remain valid. Docs (sphinx -W treats warnings as errors): - Document InversionResult fields with an Args section like other zea dataclasses; the Attributes section duplicated autodoc's field entries. - Drop __all__ from zea/inverse/__init__.py and import the submodules instead, matching zea.beamform/zea.data: with autosummary_ignore_module_all = False, __all__ suppressed the submodule toctree (orphan pages) and documented every re-export twice (ambiguous cross-references). - Fix the Returns section of zea.display.to_8bit to napoleon's 'type: description' form; the named form made 'image' a type cross-reference that InversionResult.image turned ambiguous. Verified: 19/19 tests green under jax, tensorflow and torch main-process backends with the cross-backend workers active; docs build green with -W. Co-Authored-By: Claude Fable 5 --- zea/display.py | 2 +- zea/inverse/__init__.py | 12 +----------- zea/inverse/inversion.py | 24 ++++++++++++++++++------ zea/inverse/operators.py | 24 ++++++++++++++++++------ 4 files changed, 38 insertions(+), 24 deletions(-) diff --git a/zea/display.py b/zea/display.py index 8a5d648e7..a870f8a64 100644 --- a/zea/display.py +++ b/zea/display.py @@ -21,7 +21,7 @@ def to_8bit(image, dynamic_range: Union[None, tuple] = None, pillow: bool = True pillow (bool, optional): Whether to return PIL image. Defaults to True. Returns: - image (ndarray): Output 8 bit image(s) [0, 255]. + ndarray: Output 8 bit image(s) [0, 255]. .. note:: If dynamic_range is None, it is assumed that the input image is already in the range diff --git a/zea/inverse/__init__.py b/zea/inverse/__init__.py index e6c5fc37b..126ecd01a 100644 --- a/zea/inverse/__init__.py +++ b/zea/inverse/__init__.py @@ -53,18 +53,8 @@ For a walkthrough see the notebook: :doc:`../notebooks/pipeline/inverse_beamforming_example`. """ +from zea.inverse import inversion, operators, seeding, solvers from zea.inverse.inversion import InversionResult, invert_direct, invert_scatterers from zea.inverse.operators import DASOperator, ScattererSimulator from zea.inverse.seeding import seed_scatterers from zea.inverse.solvers import cgls, linear_adjoint - -__all__ = [ - "DASOperator", - "InversionResult", - "ScattererSimulator", - "cgls", - "invert_direct", - "invert_scatterers", - "linear_adjoint", - "seed_scatterers", -] diff --git a/zea/inverse/inversion.py b/zea/inverse/inversion.py index 73793f88a..2819e57ac 100644 --- a/zea/inverse/inversion.py +++ b/zea/inverse/inversion.py @@ -17,6 +17,7 @@ from dataclasses import dataclass +import keras import numpy as np from keras import ops @@ -29,11 +30,22 @@ from zea.inverse.solvers import cgls, linear_adjoint +def _jit_through_scan_grad(fn): + """JIT-compile a function that differentiates through ``ops.scan``. + + On the tensorflow backend XLA cannot size the gradient accumulators of the + scan's while loop, so compile without XLA there. + """ + if keras.backend.backend() == "tensorflow": + return backend_jit(fn, jit_compile=False) + return backend_jit(fn) + + @dataclass class InversionResult: """Result of a DAS inversion. - Attributes: + Args: channel_data (Tensor): Recovered pre-beamformed channel data of shape ``(n_tx, n_ax, n_el)``. image (Tensor): Re-beamformed image of the recovered channel data, @@ -73,12 +85,12 @@ def invert_direct(operator, image, n_iter=50, jit=True, verbose=False): Returns: InversionResult: Recovered channel data and its re-beamformed image. """ - image = ops.reshape(ops.convert_to_tensor(image), (-1,)) + image = ops.reshape(ops.cast(ops.convert_to_tensor(image), "float32"), (-1,)) matvec = operator.forward rmatvec = operator.adjoint if jit: matvec = backend_jit(matvec) - rmatvec = backend_jit(rmatvec) + rmatvec = _jit_through_scan_grad(rmatvec) channel_data = cgls( matvec, rmatvec, @@ -149,7 +161,7 @@ def invert_scatterers( if simulator is None: simulator = ScattererSimulator(parameters) - image = ops.reshape(ops.convert_to_tensor(image), (-1,)) + image = ops.reshape(ops.cast(ops.convert_to_tensor(image), "float32"), (-1,)) positions = seed_scatterers( ops.convert_to_numpy(operator.to_grid(image)), parameters.grid, @@ -167,7 +179,7 @@ def matvec(magnitudes): rmatvec = linear_adjoint(matvec, ops.zeros((n_scatterers,), dtype="float32")) if jit: matvec = backend_jit(matvec) - rmatvec = backend_jit(rmatvec) + rmatvec = _jit_through_scan_grad(rmatvec) magnitudes = cgls( matvec, @@ -231,7 +243,7 @@ def loss(variable): autograd.set_function(loss) gradient_fn = autograd.gradient if jit: - gradient_fn = backend_jit(gradient_fn) + gradient_fn = _jit_through_scan_grad(gradient_fn) init, update, get_params = adam(step_size) variable = ops.concatenate( diff --git a/zea/inverse/operators.py b/zea/inverse/operators.py index 62126a83d..b6607e5ff 100644 --- a/zea/inverse/operators.py +++ b/zea/inverse/operators.py @@ -103,7 +103,12 @@ class DASOperator: def __init__(self, parameters, flatgrid=None, fnum_window_fn=fnum_window_fn_tukey): self.parameters = parameters self.fnum_window_fn = fnum_window_fn - self.flatgrid = ops.convert_to_tensor(parameters.flatgrid if flatgrid is None else flatgrid) + # Cast to float32: grids from numpy default to float64, which the jax + # backend silently demotes but tensorflow/torch propagate into dtype + # mismatches inside the delay computation. + self.flatgrid = ops.cast( + ops.convert_to_tensor(parameters.flatgrid if flatgrid is None else flatgrid), "float32" + ) self._adjoint_fn = None @property @@ -186,10 +191,13 @@ def _scan_body(image, xs): data_tx, txdel_tx = xs return accumulate(image, data_tx, txdel_tx), None + # A static `length` keeps the scan XLA-compilable on the tensorflow + # backend (its while_loop needs a fixed iteration count under jit). image, _ = ops.scan( _scan_body, ops.zeros((self.n_pix, n_ch), dtype="float32"), (data, ops.transpose(tx_delays)), + length=int(data.shape[0]), ) return image[:, 0] if squeeze else image @@ -304,7 +312,7 @@ def __init__( self._element_width_wavelengths = float(element_width) / wavelength self.apply_directivity = apply_directivity - waveforms = ops.convert_to_tensor(parameters.waveforms_two_way) + waveforms = ops.cast(ops.convert_to_tensor(parameters.waveforms_two_way), "float32") # Zero-pad both ends so that out-of-range interpolation returns 0. self._waveforms = ops.pad(waveforms, ((0, 0), (1, 1))) self._n_waveform_samples = int(self._waveforms.shape[1]) @@ -333,7 +341,7 @@ def geometry(self, positions): dict: Travel times and directivity/spreading weights. """ params = self.parameters - positions = ops.convert_to_tensor(positions) + positions = ops.cast(ops.convert_to_tensor(positions), "float32") n_tx = params.n_tx lens_kwargs = {} @@ -408,7 +416,7 @@ def __call__(self, magnitudes, positions=None, geometry=None): geometry = self.geometry(positions) params = self.parameters - magnitudes = ops.convert_to_tensor(magnitudes) + magnitudes = ops.cast(ops.convert_to_tensor(magnitudes), "float32") n_scat = int(magnitudes.shape[0]) chunk_size = min(self.chunk_size, n_scat) axial_times = ops.arange(params.n_ax, dtype="float32") / params.sampling_frequency @@ -444,18 +452,22 @@ def _chunk_body(channel, xs_chunk): _chunk_body, ops.zeros((params.n_ax, params.n_el), dtype="float32"), (tx_time_tx, tx_gain_tx, rx_time_chunks, rx_gain_chunks, magnitude_chunks), + length=int(rx_time_chunks.shape[0]), ) - return carry, channel + # The channel doubles as the carry: the tensorflow backend requires + # the stacked per-step outputs to have the carry's shape and dtype. + return channel, channel # Scan over transmits; per-transmit inputs are the waveform and the # transmit-dependent times/gains (moved to a leading transmit axis). _, channel_data = ops.scan( _tx_body, - ops.zeros((), dtype="float32"), + ops.zeros((params.n_ax, params.n_el), dtype="float32"), ( self._waveforms, ops.moveaxis(tx_time_chunks, -1, 0), ops.moveaxis(tx_gain_chunks, -1, 0), ), + length=params.n_tx, ) return channel_data From 269fb0588d1dfbff4e4dbe02b646309afe92221b Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Thu, 16 Jul 2026 16:55:31 +0200 Subject: [PATCH 05/16] Address PR review comments (validation and legacy-loader robustness) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit - legacy_scan: keep waveforms as-is when tx_waveform_indices is absent (files that already store one waveform per transmit) instead of failing on iterating None; regression test with array-stored waveforms. - invert_scatterers: reject operators built on a custom flatgrid with a clear ValueError — seeding samples positions from parameters.grid, so a mismatched grid would silently seed at unrelated coordinates (or fail on reshape). Custom grids should seed manually and use ScattererSimulator with cgls directly. - ScattererSimulator: validate chunk_size > 0 at construction and non-empty magnitudes in __call__ instead of surfacing a ZeroDivisionError from the chunking arithmetic. 19/19 tests green under jax, tensorflow and torch. Co-Authored-By: Claude Fable 5 --- tests/data/test_file.py | 41 ++++++++++++++++++++++++++++++++++++++++ tests/test_inverse.py | 21 ++++++++++++++++++++ zea/data/legacy_file.py | 6 ++++-- zea/inverse/inversion.py | 15 +++++++++++++++ zea/inverse/operators.py | 4 ++++ 5 files changed, 85 insertions(+), 2 deletions(-) diff --git a/tests/data/test_file.py b/tests/data/test_file.py index f56b060e4..698988bf5 100644 --- a/tests/data/test_file.py +++ b/tests/data/test_file.py @@ -2142,6 +2142,47 @@ def test_float_tx_waveform_indices(self, tmp_path): assert parameters.waveforms_two_way.shape == (n_tx, waveform.size) np.testing.assert_array_equal(parameters.waveforms_two_way[0], waveform) + def test_missing_tx_waveform_indices(self, tmp_path): + """Legacy files without ``tx_waveform_indices`` keep waveform arrays as-is. + + Files that already store one waveform per transmit (arrays of shape + ``(n_tx, n_samples)``) have no indices to expand with; the waveforms + must pass through unchanged instead of failing on iterating ``None``. + """ + path = tmp_path / "legacy_no_waveform_indices.hdf5" + n_frames, n_tx, n_el, n_ax, n_ch = 1, 3, 4, 16, 1 + waveforms = np.tile(np.hanning(32).astype(np.float32), (n_tx, 1)) + + with h5py.File(path, "w") as f: + f.attrs["probe"] = "generic" + f.attrs["description"] = "legacy file without tx_waveform_indices" + data_group = f.create_group("data") + data_group.create_dataset( + "raw_data", + data=np.zeros((n_frames, n_tx, n_ax, n_el, n_ch), dtype=np.float32), + ) + scan = f.create_group("scan") + scan["probe_geometry"] = np.zeros((n_el, 3), dtype=np.float32) + scan["sampling_frequency"] = np.float32(30e6) + scan["center_frequency"] = np.float32(5e6) + scan["sound_speed"] = np.float32(1540.0) + scan["initial_times"] = np.zeros(n_tx, dtype=np.float32) + scan["t0_delays"] = np.zeros((n_tx, n_el), dtype=np.float32) + scan["tx_apodizations"] = np.ones((n_tx, n_el), dtype=np.float32) + scan["focus_distances"] = np.full(n_tx, np.inf, dtype=np.float32) + scan["polar_angles"] = np.zeros(n_tx, dtype=np.float32) + scan["azimuth_angles"] = np.zeros(n_tx, dtype=np.float32) + scan["n_frames"] = np.int64(n_frames) + scan["n_tx"] = np.int64(n_tx) + scan["n_ax"] = np.int64(n_ax) + scan["n_el"] = np.int64(n_el) + scan["n_ch"] = np.int64(n_ch) + scan["waveforms_two_way"] = waveforms + + with File(path) as f: + parameters = f.load_parameters() + np.testing.assert_array_equal(parameters.waveforms_two_way, waveforms) + class TestCustomElements: """Tests for storing/loading :class:`CustomElement` objects via the ``custom`` key.""" diff --git a/tests/test_inverse.py b/tests/test_inverse.py index f579d3b41..b7c41480b 100644 --- a/tests/test_inverse.py +++ b/tests/test_inverse.py @@ -281,6 +281,27 @@ def test_seed_scatterers_shape_mismatch_raises(operator): seed_scatterers(np.zeros((4, 4)), grid, 10) +def test_simulator_rejects_invalid_chunk_size(parameters): + """A non-positive chunk size raises a ValueError instead of dividing by zero.""" + with pytest.raises(ValueError, match="chunk_size"): + ScattererSimulator(parameters, chunk_size=0) + + +def test_simulator_rejects_empty_magnitudes(simulator): + """Simulating zero scatterers raises a ValueError.""" + with pytest.raises(ValueError, match="at least one"): + simulator(np.zeros(0, dtype=np.float32), positions=np.zeros((0, 3), dtype=np.float32)) + + +def test_invert_scatterers_rejects_custom_grid(parameters, measurement): + """Custom-flatgrid operators are rejected: seeding uses `parameters.grid`.""" + _, image = measurement + flatgrid = np.asarray(parameters.grid, dtype=np.float32).reshape(-1, 3)[::2] + operator = DASOperator(parameters, flatgrid=flatgrid) + with pytest.raises(ValueError, match="custom `flatgrid`"): + invert_scatterers(operator, image[: len(flatgrid)], n_scatterers=10, n_iter=1) + + def test_invert_direct_fits_image(operator, measurement): """The pseudo-inverse reproduces the measured image almost exactly.""" _, image = measurement diff --git a/zea/data/legacy_file.py b/zea/data/legacy_file.py index 873e1a1bd..361c6342d 100644 --- a/zea/data/legacy_file.py +++ b/zea/data/legacy_file.py @@ -154,13 +154,15 @@ def legacy_scan(scan_parameters: dict): # as list indices below. tx_waveform_indices = np.asarray(tx_waveform_indices).astype(int) - if "waveforms_one_way" in scan_parameters: + # Without tx_waveform_indices (files that already store one waveform per + # transmit) the waveforms are kept as-is. + if "waveforms_one_way" in scan_parameters and tx_waveform_indices is not None: waveforms_one_way_list = scan_parameters["waveforms_one_way"] scan_parameters["waveforms_one_way"] = np.stack( [waveforms_one_way_list[i] for i in tx_waveform_indices] ) - if "waveforms_two_way" in scan_parameters: + if "waveforms_two_way" in scan_parameters and tx_waveform_indices is not None: waveforms_two_way_list = scan_parameters["waveforms_two_way"] scan_parameters["waveforms_two_way"] = np.stack( [waveforms_two_way_list[i] for i in tx_waveform_indices] diff --git a/zea/inverse/inversion.py b/zea/inverse/inversion.py index 2819e57ac..10ee8b7d8 100644 --- a/zea/inverse/inversion.py +++ b/zea/inverse/inversion.py @@ -161,6 +161,21 @@ def invert_scatterers( if simulator is None: simulator = ScattererSimulator(parameters) + # Seeding samples positions from `parameters.grid`, so an operator built + # on a custom flatgrid would be seeded at unrelated coordinates. For + # custom grids, seed positions manually and use ScattererSimulator + cgls. + parameters_flatgrid = np.asarray(ops.convert_to_numpy(parameters.flatgrid), dtype=np.float32) + operator_flatgrid = np.asarray(ops.convert_to_numpy(operator.flatgrid), dtype=np.float32) + if operator_flatgrid.shape != parameters_flatgrid.shape or not np.allclose( + operator_flatgrid, parameters_flatgrid + ): + raise ValueError( + "`invert_scatterers` seeds scatterers from `operator.parameters.grid`, " + "which does not match the operator's custom `flatgrid`. Build the " + "operator on `parameters.flatgrid`, or seed positions manually and " + "solve with `ScattererSimulator` and `cgls` directly." + ) + image = ops.reshape(ops.cast(ops.convert_to_tensor(image), "float32"), (-1,)) positions = seed_scatterers( ops.convert_to_numpy(operator.to_grid(image)), diff --git a/zea/inverse/operators.py b/zea/inverse/operators.py index b6607e5ff..6ebdde0bf 100644 --- a/zea/inverse/operators.py +++ b/zea/inverse/operators.py @@ -294,6 +294,8 @@ def __init__( ): self.parameters = parameters self.chunk_size = int(chunk_size) + if self.chunk_size <= 0: + raise ValueError(f"`chunk_size` must be positive, got {chunk_size}.") self.waveform_sampling_frequency = waveform_sampling_frequency self.reference_distance = reference_distance @@ -418,6 +420,8 @@ def __call__(self, magnitudes, positions=None, geometry=None): params = self.parameters magnitudes = ops.cast(ops.convert_to_tensor(magnitudes), "float32") n_scat = int(magnitudes.shape[0]) + if n_scat == 0: + raise ValueError("`magnitudes` must contain at least one scatterer.") chunk_size = min(self.chunk_size, n_scat) axial_times = ops.arange(params.n_ax, dtype="float32") / params.sampling_frequency From f918b9716383551b82cc639ba813c78a7bc6a11c Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Thu, 16 Jul 2026 18:39:18 +0200 Subject: [PATCH 06/16] Ignore das-inverse repo link in linkcheck (GitHub 429s bots) The inverse beamforming notebooks link the original study's repository with a repo-root URL, which is not covered by the existing permalink ignores. GitHub rate-limits anonymous requests from CI runners (the link checks fine from other hosts), so ignore it like the other non-permalink GitHub links. This was the remaining test-docs-build failure: docs-build itself passes since the -W fixes, and a clean docs-build plus full linkcheck both pass locally at this head. Co-Authored-By: Claude Fable 5 --- docs/source/conf.py | 3 +++ 1 file changed, 3 insertions(+) diff --git a/docs/source/conf.py b/docs/source/conf.py index 6af92b108..cd556e5c5 100644 --- a/docs/source/conf.py +++ b/docs/source/conf.py @@ -252,6 +252,9 @@ def _skip_reexported_members(app, what, name, obj, skip, options): r"^https://github\.com/[^/]+/[^/]+/blob/[0-9a-f]{40}/", # GitHub 429s bots; branch link (not a permalink), so not covered above. r"^https://github\.com/moono/lpips-tf2\.x/blob/master/example_export_script/convert_to_tensorflow\.py$", + # GitHub 429s bots; repo-root link (not a permalink), so not covered above. + # Referenced by the inverse beamforming notebooks as the original study. + r"^https://github\.com/sankethvedula/das-inverse$", ] linkcheck_anchors_ignore_for_url = [ r"^https://github\.com/[^/]+/[^/]+/blob/", # line anchors are JS-rendered From 31ec5b3da666301d7013cf6702eb2fb29dde3058 Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Tue, 21 Jul 2026 10:28:46 +0200 Subject: [PATCH 07/16] Allow configuring the f-number window in TOFCorrection tof_correction accepts fnum_window_fn, but the operation always used the rect default. Expose it as a constructor argument (default unchanged) so pipelines can select e.g. a tukey window. --- zea/ops/ultrasound.py | 13 ++++++++++++- 1 file changed, 12 insertions(+), 1 deletion(-) diff --git a/zea/ops/ultrasound.py b/zea/ops/ultrasound.py index dbb3134a1..25cb8e6fc 100644 --- a/zea/ops/ultrasound.py +++ b/zea/ops/ultrasound.py @@ -120,12 +120,21 @@ class TOFCorrection(Operation): # Define operation-specific static parameters STATIC_PARAMS = ["f_number", "apply_lens_correction", "focal_region_length"] - def __init__(self, **kwargs): + def __init__(self, fnum_window_fn=None, **kwargs): + """ + Args: + fnum_window_fn (callable, optional): Window function applied to the + f-number mask, mapping a normalized angle to a weight (see + :func:`zea.beamform.beamformer.fnumber_mask`). Defaults to + ``None``, which uses the :func:`tof_correction` default + (:func:`zea.beamform.beamformer.fnum_window_fn_rect`). + """ super().__init__( input_data_type=DataTypes.RAW_DATA, output_data_type=DataTypes.ALIGNED_DATA, **kwargs, ) + self.fnum_window_fn = fnum_window_fn def call( self, @@ -208,6 +217,8 @@ def call( "sos_grid_z": sos_grid_z, "focal_region_length": focal_region_length, } + if self.fnum_window_fn is not None: + tof_kwargs["fnum_window_fn"] = self.fnum_window_fn if not self.with_batch_dim: tof_corrected = tof_correction(raw_data, **tof_kwargs) From ce6f64e0cb1f2357dd44c04d197953b2add579bc Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Tue, 21 Jul 2026 10:28:46 +0200 Subject: [PATCH 08/16] Build DASOperator on the standard zea beamforming pipeline Replace the hand-rolled delays/gather/mask implementation and its rematerialized transmit scan with the regular zea pipeline: Pipeline([PatchedGrid([TOFCorrection(fnum_window_fn), DelayAndSum()])]). The delay model now runs through the exact code path the rest of zea uses, and memory is bounded by processing the imaging grid in pixel patches (a num_patches knob on the operator) rather than by checkpointing transmits. jit_options=None keeps the operator a pure function, so the inversion drivers still jit and differentiate matvec/rmatvec as a whole. Full-scale smoke on a 149-transmit in-vivo scan matches the previous implementation exactly: measured-image correlation 1.000000 against the das-inverse reference and identical CGLS correlations (0.568 CIRS, 0.038 carotid), within the same memory budget on a 48 GB L40S. --- .../inverse_beamforming_example.ipynb | 14 +- zea/inverse/operators.py | 135 +++++++----------- 2 files changed, 59 insertions(+), 90 deletions(-) diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb b/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb index a6669d83f..a6283fdff 100644 --- a/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb +++ b/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb @@ -213,12 +213,14 @@ "source": [ "## The DAS beamformer as a linear operator\n", "\n", - "[`DASOperator`](../../_autosummary/zea.inverse.rst) wraps\n", - "[`zea.beamform.beamformer.tof_correction`](../../_autosummary/zea.beamform.beamformer.rst) into\n", - "a linear map `channel data -> image`. Since it is built from differentiable Keras ops, its\n", - "adjoint comes for free via automatic differentiation — which is all we need for matrix-free\n", - "least-squares inversion. We beamform the ground-truth channel data to get the *measured image*\n", - "that will be the only input to the inversions below." + "[`DASOperator`](../../_autosummary/zea.inverse.rst) wraps the standard `zea` beamforming\n", + "pipeline — [`TOFCorrection`](../../_autosummary/zea.ops.rst) followed by\n", + "[`DelayAndSum`](../../_autosummary/zea.ops.rst), chunked over grid pixels with\n", + "[`PatchedGrid`](../../_autosummary/zea.ops.rst) to bound memory — into a linear map\n", + "`channel data -> image`. Since it is built from differentiable Keras ops, its adjoint comes\n", + "for free via automatic differentiation — which is all we need for matrix-free least-squares\n", + "inversion. We beamform the ground-truth channel data to get the *measured image* that will\n", + "be the only input to the inversions below." ] }, { diff --git a/zea/inverse/operators.py b/zea/inverse/operators.py index 6ebdde0bf..aa9d8164f 100644 --- a/zea/inverse/operators.py +++ b/zea/inverse/operators.py @@ -3,10 +3,11 @@ This module provides the two forward maps used by :mod:`zea.inverse`: * :class:`DASOperator` — the delay-and-sum (DAS) beamformer as a linear - operator mapping pre-beamformed channel data to a beamformed image. Built on - the :mod:`zea.beamform.beamformer` primitives (:func:`calculate_delays`, - :func:`apply_delays`, :func:`fnumber_mask`), so it shares its delay model - (including lens correction) with the rest of ``zea``. + operator mapping pre-beamformed channel data to a beamformed image. Built as + a regular :class:`zea.Pipeline` (:class:`zea.ops.TOFCorrection` followed by + :class:`zea.ops.DelayAndSum`, chunked over grid pixels with + :class:`zea.ops.PatchedGrid`), so it shares its delay model (including lens + correction) with the rest of ``zea``. * :class:`ScattererSimulator` — a time-domain point-scatterer simulator that maps scatterer positions and magnitudes to pre-beamformed channel data using the scan's own (two-way) transmit waveforms. It uses the same delay model as @@ -16,10 +17,11 @@ Both operators are written with ``keras.ops`` and are differentiable on every Keras backend, which is what enables the optimization-based inversion in -:mod:`zea.inverse.inversion`. Internally they iterate over transmits (and -scatterer chunks) with ``keras.ops.scan`` and rematerialize each step with -``keras.remat``, so peak memory under automatic differentiation stays bounded -even for scans with hundreds of transmits. +:mod:`zea.inverse.inversion`. Peak memory stays bounded even for scans with +hundreds of transmits: the beamformer processes the imaging grid in pixel +patches (:class:`zea.ops.PatchedGrid`), and the simulator iterates over +transmits and scatterer chunks with ``keras.ops.scan``, rematerializing each +step with ``keras.remat``. """ import keras @@ -27,14 +29,9 @@ from keras import ops from zea import log -from zea.beamform.beamformer import ( - apply_delays, - calculate_delays, - complex_rotate, - fnum_window_fn_tukey, - fnumber_mask, -) +from zea.beamform.beamformer import calculate_delays, fnum_window_fn_tukey from zea.inverse.solvers import linear_adjoint +from zea.ops import DelayAndSum, PatchedGrid, Pipeline, TOFCorrection def _sinc(x): @@ -78,10 +75,14 @@ class DASOperator: Maps pre-beamformed channel data of shape ``(n_tx, n_ax, n_el)`` (or ``(n_tx, n_ax, n_el, n_ch)``) to a flattened beamformed image of shape - ``(n_pix,)`` (or ``(n_pix, n_ch)``) by time-of-flight correction, receive - f-number masking and summation over elements and transmits. Transmits are - accumulated with a rematerialized ``ops.scan``, so memory under automatic - differentiation does not grow with the number of transmits. + ``(n_pix,)`` (or ``(n_pix, n_ch)``) with the standard ``zea`` beamforming + pipeline: :class:`zea.ops.TOFCorrection` (time-of-flight correction and + receive f-number masking) followed by :class:`zea.ops.DelayAndSum` + (summation over elements and transmits). The imaging grid is processed in + pixel patches (:class:`zea.ops.PatchedGrid`), which bounds the peak size + of the time-aligned tensor at roughly + ``n_tx * n_pix * n_el * 4 / num_patches`` bytes regardless of the number + of transmits. Because the map is linear and differentiable, its adjoint (transpose) is available through :meth:`adjoint`, which is all that is needed for @@ -98,17 +99,43 @@ class DASOperator: fnum_window_fn (callable, optional): Window function for the receive f-number mask. Defaults to :func:`zea.beamform.beamformer.fnum_window_fn_tukey`. + num_patches (int, optional): Number of grid patches processed + sequentially per beamforming pass — the memory/parallelism + trade-off. Defaults to ``8``. """ - def __init__(self, parameters, flatgrid=None, fnum_window_fn=fnum_window_fn_tukey): + def __init__( + self, + parameters, + flatgrid=None, + fnum_window_fn=fnum_window_fn_tukey, + num_patches=8, + ): self.parameters = parameters self.fnum_window_fn = fnum_window_fn + self.num_patches = int(num_patches) + # jit_options=None keeps the pipeline a pure keras-ops function, so + # the operator composes with jit and autodiff at the call site (the + # inversion drivers compile matvec/rmatvec as a whole). + self._pipeline = Pipeline( + [ + PatchedGrid( + [TOFCorrection(fnum_window_fn=fnum_window_fn), DelayAndSum()], + num_patches=self.num_patches, + ) + ], + with_batch_dim=False, + jit_options=None, + ) + inputs = self._pipeline.prepare_parameters(parameters) # Cast to float32: grids from numpy default to float64, which the jax # backend silently demotes but tensorflow/torch propagate into dtype # mismatches inside the delay computation. - self.flatgrid = ops.cast( + inputs["flatgrid"] = ops.cast( ops.convert_to_tensor(parameters.flatgrid if flatgrid is None else flatgrid), "float32" ) + self._inputs = inputs + self.flatgrid = inputs["flatgrid"] self._adjoint_fn = None @property @@ -122,16 +149,6 @@ def input_shape(self): params = self.parameters return (params.n_tx, params.n_ax, params.n_el) - def _lens_kwargs(self): - params = self.parameters - if not getattr(params, "apply_lens_correction", False): - return {} - return { - "apply_lens_correction": True, - "lens_thickness": params.lens_thickness, - "lens_sound_speed": params.lens_sound_speed, - } - def forward(self, channel_data): """Beamform channel data into a flattened image. @@ -144,61 +161,11 @@ def forward(self, channel_data): Tensor: Beamformed image of shape ``(n_pix,)`` when the input was 3D, else ``(n_pix, n_ch)``. """ - params = self.parameters squeeze = len(channel_data.shape) == 3 data = channel_data[..., None] if squeeze else channel_data - n_ax = int(data.shape[1]) - n_ch = int(data.shape[-1]) - - # Delays in samples: tx (n_pix, n_tx), rx (n_pix, n_el). - tx_delays, rx_delays = calculate_delays( - self.flatgrid, - t0_delays=params.t0_delays, - tx_apodizations=params.tx_apodizations, - probe_geometry=params.probe_geometry, - initial_times=params.initial_times, - sampling_frequency=params.sampling_frequency, - sound_speed=params.sound_speed, - focus_distances=params.focus_distances, - polar_angles=params.polar_angles, - t_peak=params.t_peak, - transmit_origins=params.transmit_origins, - **self._lens_kwargs(), - ) - - if params.f_number == 0: - mask = ops.ones((self.n_pix, params.n_el, 1)) - else: - mask = fnumber_mask( - self.flatgrid, params.probe_geometry, params.f_number, self.fnum_window_fn - ) - - demodulation_frequency = params.demodulation_frequency - sampling_frequency = params.sampling_frequency - - def _beamform_tx(image, data_tx, txdel_tx): - """TOF-correct one transmit and add its image contribution.""" - delays = rx_delays + txdel_tx[:, None] - tof = apply_delays(data_tx, delays, clip_min=0, clip_max=n_ax - 1) * mask - if n_ch == 2: - theta = 2 * np.pi * demodulation_frequency * delays / sampling_frequency - tof = complex_rotate(tof, theta) - return image + ops.sum(tof, axis=1) - - accumulate = keras.remat(_beamform_tx) - - def _scan_body(image, xs): - data_tx, txdel_tx = xs - return accumulate(image, data_tx, txdel_tx), None - - # A static `length` keeps the scan XLA-compilable on the tensorflow - # backend (its while_loop needs a fixed iteration count under jit). - image, _ = ops.scan( - _scan_body, - ops.zeros((self.n_pix, n_ch), dtype="float32"), - (data, ops.transpose(tx_delays)), - length=int(data.shape[0]), - ) + data = ops.cast(ops.convert_to_tensor(data), "float32") + outputs = self._pipeline(data=data, **self._inputs) + image = outputs["data"] return image[:, 0] if squeeze else image def __call__(self, channel_data): From 010a53994d67967de7f42fa3dd2dac25eac8fefa Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Tue, 21 Jul 2026 10:42:27 +0200 Subject: [PATCH 09/16] Support measured waveforms in the frequency-domain simulator Add get_measured_pulse_spectrum_fn, which evaluates the DTFT of a sampled waveform at arbitrary frequencies, and let simulate_rf (and the Simulate op) accept a pulse_spectrum_fn override. This drives the frequency-domain simulator with the waveforms stored in a scan (parameters.waveforms_two_way) instead of the parametric four-period pulse, following the same time-zero convention as zea.inverse.ScattererSimulator (the beamformer adds t_peak). Cross-validating the two simulators on the same 104-scatterer phantom with the same two-cycle pulse yields matching B-mode artifact levels (background within a few dB), confirming they implement consistent physics once waveform-matched. --- tests/test_simulator.py | 132 ++++++++++++++++++++++++++++++++++++++++ zea/ops/ultrasound.py | 13 +++- zea/simulator.py | 54 +++++++++++++++- 3 files changed, 197 insertions(+), 2 deletions(-) create mode 100644 tests/test_simulator.py diff --git a/tests/test_simulator.py b/tests/test_simulator.py new file mode 100644 index 000000000..df931f23a --- /dev/null +++ b/tests/test_simulator.py @@ -0,0 +1,132 @@ +"""Tests for the frequency-domain simulator (``zea.simulator``).""" + +import numpy as np +import pytest +from keras import ops + +from zea.simulator import ( + get_measured_pulse_spectrum_fn, + get_pulse_spectrum_fn, + simulate_rf, +) + +SAMPLING_FREQ = 20e6 # Hz +CENTER_FREQ = 5e6 # Hz +WAVEFORM_SAMPLING_FREQ = 250e6 # Hz +SOUND_SPEED = 1540.0 # m/s + + +def _hann_sine_pulse(n_cycles=2.0): + """A Hann-windowed sine like the waveforms stored with zea scans.""" + n = int(n_cycles / CENTER_FREQ * WAVEFORM_SAMPLING_FREQ) + t = np.arange(n) / WAVEFORM_SAMPLING_FREQ + return (np.sin(2 * np.pi * CENTER_FREQ * t) * np.hanning(n)).astype(np.float32) + + +def test_measured_pulse_spectrum_matches_fft(): + """The DTFT-based spectrum matches numpy's FFT at the FFT bin frequencies.""" + waveform = _hann_sine_pulse() + n = waveform.size + spectrum_fn = get_measured_pulse_spectrum_fn(waveform, WAVEFORM_SAMPLING_FREQ) + + bin_freqs = np.fft.rfftfreq(n, d=1.0 / WAVEFORM_SAMPLING_FREQ).astype(np.float32) + spectrum = ops.convert_to_numpy(spectrum_fn(bin_freqs)) + expected = np.fft.rfft(waveform) / WAVEFORM_SAMPLING_FREQ + + np.testing.assert_allclose(spectrum, expected, atol=1e-9) + + +def test_measured_pulse_spectrum_peaks_at_center_frequency(): + """The measured-pulse spectrum peaks at the pulse's center frequency.""" + waveform = _hann_sine_pulse() + spectrum_fn = get_measured_pulse_spectrum_fn(waveform, WAVEFORM_SAMPLING_FREQ) + + freqs = np.linspace(0, 20e6, 401).astype(np.float32) + magnitude = np.abs(ops.convert_to_numpy(spectrum_fn(freqs))) + peak_freq = freqs[np.argmax(magnitude)] + assert abs(peak_freq - CENTER_FREQ) < 0.5e6 + + +@pytest.mark.parametrize("use_measured_waveform", [False, True]) +def test_simulate_rf_echo_arrival(use_measured_waveform): + """A single scatterer's echo envelope peaks at the expected travel time. + + With ``pulse_spectrum_fn=None`` the parametric pulse is zero-phase (peak + at the travel time); a measured waveform starts at time zero instead, so + its peak arrives ``t_peak`` later — the same convention as + :class:`zea.inverse.ScattererSimulator`. + """ + from scipy.signal import hilbert + + n_el = 8 + depth = 10e-3 + probe_geometry = np.stack( + [np.linspace(-2e-3, 2e-3, n_el), np.zeros(n_el), np.zeros(n_el)], axis=-1 + ).astype(np.float32) + + waveform = _hann_sine_pulse() + pulse_spectrum_fn = ( + get_measured_pulse_spectrum_fn(waveform, WAVEFORM_SAMPLING_FREQ) + if use_measured_waveform + else None + ) + + rf = simulate_rf( + scatterer_positions=np.array([[0.0, 0.0, depth]], dtype=np.float32), + scatterer_magnitudes=np.ones(1, dtype=np.float32), + probe_geometry=probe_geometry, + apply_lens_correction=False, + lens_thickness=1e-3, + lens_sound_speed=1000.0, + sound_speed=SOUND_SPEED, + n_ax=512, + center_frequency=CENTER_FREQ, + sampling_frequency=SAMPLING_FREQ, + t0_delays=np.zeros((1, n_el), dtype=np.float32), + initial_times=np.zeros(1, dtype=np.float32), + element_width=0.2e-3, + attenuation_coef=0.0, + tx_apodizations=np.ones((1, n_el), dtype=np.float32), + pulse_spectrum_fn=pulse_spectrum_fn, + ) + rf = ops.convert_to_numpy(rf) + assert rf.shape == (1, 512, n_el, 1) + + element = n_el // 2 + travel_time = (depth + np.linalg.norm(probe_geometry[element] - [0, 0, depth])) / SOUND_SPEED + expected_time = travel_time + if use_measured_waveform: + expected_time += np.argmax(np.abs(hilbert(waveform))) / WAVEFORM_SAMPLING_FREQ + + envelope = np.abs(hilbert(rf[0, :, element, 0])) + peak_sample = np.argmax(envelope) + assert abs(peak_sample - expected_time * SAMPLING_FREQ) <= 2 + + +def test_parametric_and_measured_spectra_agree(): + """A measured Hann-windowed sine reproduces the parametric spectrum shape. + + ``get_pulse_spectrum_fn(center_frequency, n_period)`` is the analytic + spectrum of a Hann-windowed sine; sampling that same pulse and running it + through ``get_measured_pulse_spectrum_fn`` must give the same magnitude + spectrum up to a global scale (the parametric pulse is centered at time + zero, so phases differ by a linear term). + """ + n_period = 4.0 + n = int(n_period / CENTER_FREQ * WAVEFORM_SAMPLING_FREQ) + t = np.arange(n) / WAVEFORM_SAMPLING_FREQ + waveform = (np.sin(2 * np.pi * CENTER_FREQ * t) * np.hanning(n)).astype(np.float32) + + freqs = np.linspace(0.5e6, 15e6, 200).astype(np.float32) + parametric = np.abs( + ops.convert_to_numpy(get_pulse_spectrum_fn(CENTER_FREQ, n_period=n_period)(freqs)) + ) + measured = np.abs( + ops.convert_to_numpy( + get_measured_pulse_spectrum_fn(waveform, WAVEFORM_SAMPLING_FREQ)(freqs) + ) + ) + + parametric /= parametric.max() + measured /= measured.max() + np.testing.assert_allclose(measured, parametric, atol=0.02) diff --git a/zea/ops/ultrasound.py b/zea/ops/ultrasound.py index 25cb8e6fc..01476c85b 100644 --- a/zea/ops/ultrasound.py +++ b/zea/ops/ultrasound.py @@ -41,11 +41,21 @@ class Simulate(Operation): STATIC_PARAMS = ["n_ax", "apply_lens_correction"] ADD_OUTPUT_KEYS = ["n_ch"] - def __init__(self, **kwargs): + def __init__(self, pulse_spectrum_fn=None, **kwargs): + """ + Args: + pulse_spectrum_fn (callable, optional): Function mapping + frequencies [Hz] to the (complex) transmit-pulse spectrum, + see :func:`zea.simulator.simulate_rf`. Defaults to ``None`` + (parametric Hann-windowed sine); use + :func:`zea.simulator.get_measured_pulse_spectrum_fn` to + simulate with a scan's stored waveform. + """ super().__init__( output_data_type=DataTypes.RAW_DATA, **kwargs, ) + self.pulse_spectrum_fn = pulse_spectrum_fn def call( self, @@ -80,6 +90,7 @@ def call( "element_width": element_width, "attenuation_coef": attenuation_coef, "tx_apodizations": tx_apodizations, + "pulse_spectrum_fn": self.pulse_spectrum_fn, } if not self.with_batch_dim: simulated_rf = simulate_rf( diff --git a/zea/simulator.py b/zea/simulator.py index 064ca649c..bcf3ac099 100644 --- a/zea/simulator.py +++ b/zea/simulator.py @@ -63,6 +63,7 @@ def simulate_rf( element_width, attenuation_coef, tx_apodizations, + pulse_spectrum_fn=None, ): """ Simulates RF data for a given set of scatterers. @@ -85,6 +86,14 @@ def simulate_rf( attenuation_coef (float): The attenuation coefficient [dB/cm/MHz]. tx_apodizations (array-like): The apodizations of the transmitting elements of shape (n_tx, n_el). + pulse_spectrum_fn (callable, optional): Function mapping frequencies + [Hz] to the (complex) transmit-pulse spectrum. Defaults to + ``None``, which uses a parametric Hann-windowed sine of four + periods at ``center_frequency`` + (:func:`get_pulse_spectrum_fn`). Pass + :func:`get_measured_pulse_spectrum_fn` of a stored scan waveform + (e.g. ``parameters.waveforms_two_way[0]``) to simulate with the + measured pulse instead. Returns: rf_data (array-like): The simulated RF data of shape (n_tx, n_ax, n_el, 1). @@ -113,7 +122,8 @@ def simulate_rf( ) from exc element_width = pitch * 0.9 # 90% of the pitch - pulse_spectrum_fn = get_pulse_spectrum_fn(center_frequency, n_period=4) + if pulse_spectrum_fn is None: + pulse_spectrum_fn = get_pulse_spectrum_fn(center_frequency, n_period=4) if not apply_lens_correction: dist = ops.linalg.norm(probe_geometry[None] - scatterer_positions[:, None], axis=-1) @@ -342,6 +352,48 @@ def spectrum_fn(f): return spectrum_fn +def get_measured_pulse_spectrum_fn(waveform, sampling_frequency): + """Builds a spectrum function for a sampled (measured) waveform. + + Evaluates the discrete-time Fourier transform of ``waveform`` at arbitrary + frequencies, so :func:`simulate_rf` can be driven by the waveforms stored + with a scan (e.g. ``parameters.waveforms_two_way``) instead of a + parametric pulse — which matters when simulated data is compared against, + or inverted from, real acquisitions. + + The first sample of ``waveform`` is time zero, matching the convention of + :class:`zea.inverse.ScattererSimulator`: the pulse's time-to-peak is not + removed here, and the beamformer accounts for it separately via + ``t_peak``. + + Args: + waveform (array-like): Sampled pulse of shape ``(n_samples,)``. + sampling_frequency (float): Sampling frequency of ``waveform`` in Hz + (``250e6`` for waveforms stored in zea files). + + Returns: + spectrum_fn (callable): A function that computes the (complex) + spectrum of the pulse for the input frequencies in Hz. + """ + waveform = ops.cast(ops.convert_to_tensor(waveform), "float32") + dt = 1.0 / sampling_frequency + times = ops.arange(int(waveform.shape[0]), dtype="float32") * dt + + def spectrum_fn(f): + f = ops.cast(ops.convert_to_tensor(f), "float32") + shape = ops.shape(f) + phase = -2.0 * np.pi * ops.reshape(f, (-1,))[:, None] * times[None, :] + real = dt * ops.sum(waveform * ops.cos(phase), axis=-1) + imag = dt * ops.sum(waveform * ops.sin(phase), axis=-1) + return ops.reshape( + ops.cast(real, "complex64") + + ops.array(1j, dtype="complex64") * ops.cast(imag, "complex64"), + shape, + ) + + return spectrum_fn + + def get_transducer_bandwidth_fn(probe_center_frequency, bandwidth): """Computes the spectrum of a probe with a center frequency and bandwidth. From 464d94b803604c7e5d3d95f0dee9097be866ac75 Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Tue, 21 Jul 2026 10:42:27 +0200 Subject: [PATCH 10/16] Explain the side-lobe background in the inverse beamforming notebook A controlled comparison (time- vs frequency-domain simulator, rect vs Hanning transmit apodization, +-8.6 vs +-5 degree steering) shows the granular background and lateral streaks in the fish B-mode are side lobes of compounding only three plane waves with a short two-cycle pulse: with a four-period pulse the background drops ~5 dB, while apodization and steering change it by <1 dB. Note this in the notebook next to the figure; the short pulse is kept because recovering realistic broadband channel data is the point of the example. --- .../notebooks/pipeline/inverse_beamforming_example.ipynb | 7 +++++++ 1 file changed, 7 insertions(+) diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb b/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb index a6283fdff..9c4f06dfd 100644 --- a/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb +++ b/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb @@ -283,6 +283,13 @@ "id": "6cf9fc55", "metadata": {}, "source": [ + "The B-mode shows a granular background with faint lateral streaks at the fish's top and\n", + "bottom arcs. These are side lobes: only three plane waves are compounded, and the short\n", + "two-cycle pulse is broadband, so the side-lobe skirts of the many same-depth scatterers\n", + "add up laterally instead of averaging out. A longer (narrower-band) pulse or more transmit\n", + "angles would suppress them — we keep the short pulse because realistic broadband channel\n", + "data is exactly what the inversions below have to recover.\n", + "\n", "## Direct inversion: the pseudo-inverse\n", "\n", "[`invert_direct`](../../_autosummary/zea.inverse.rst) treats every sample of the channel-data\n", From 0fd4eeaa23d534d31b75ee3a93fe208cec54ff6d Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Tue, 21 Jul 2026 11:31:21 +0200 Subject: [PATCH 11/16] Make the inverse beamforming example a realistic acquisition Replace the idealized 64-element/3.125 MHz toy setup with a realistic plane-wave acquisition: the Verasonics L11-5v probe preset (128 elements, 0.3 mm pitch, 6.25 MHz) at 4x sampling, five steered plane waves, a two-way waveform shaped by convolving a 1.5-cycle excitation twice with a Gaussian impulse response matching the probe bandwidth, diffuse tissue speckle underneath the fish phantom, and receiver noise at ~30 dB channel SNR. The measured image now reads like a routine clinical B-mode. Recovering channel data behind speckle and noise is honestly harder than in a sterile point-target scene (pseudo-inverse 0.56 vs scatterer prior 0.66 pre-beamforming correlation); the takeaways relate this to the point-phantom vs in-vivo gap in the real-scans notebook. The notebook gains a parameters cell, registered with reduced values in tests/test_notebooks.py for CI (verified via pytest: 2m45s on CPU). --- .../inverse_beamforming_example.ipynb | 326 +++++++++++------- tests/test_notebooks.py | 7 + 2 files changed, 206 insertions(+), 127 deletions(-) diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb b/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb index 9c4f06dfd..e7583e25b 100644 --- a/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb +++ b/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb @@ -53,10 +53,10 @@ "id": "77d51cc9", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T10:24:03.967700Z", - "iopub.status.busy": "2026-07-16T10:24:03.967433Z", - "iopub.status.idle": "2026-07-16T10:24:05.182439Z", - "shell.execute_reply": "2026-07-16T10:24:05.181106Z" + "iopub.execute_input": "2026-07-21T09:22:16.397819Z", + "iopub.status.busy": "2026-07-21T09:22:16.397730Z", + "iopub.status.idle": "2026-07-21T09:22:17.554148Z", + "shell.execute_reply": "2026-07-21T09:22:17.553438Z" } }, "outputs": [], @@ -71,10 +71,10 @@ "id": "a7df3371", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T10:24:05.185642Z", - "iopub.status.busy": "2026-07-16T10:24:05.185416Z", - "iopub.status.idle": "2026-07-16T10:24:09.532794Z", - "shell.execute_reply": "2026-07-16T10:24:09.531580Z" + "iopub.execute_input": "2026-07-21T09:22:17.556105Z", + "iopub.status.busy": "2026-07-21T09:22:17.555971Z", + "iopub.status.idle": "2026-07-21T09:22:22.493435Z", + "shell.execute_reply": "2026-07-21T09:22:22.492924Z" } }, "outputs": [ @@ -89,13 +89,20 @@ "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m nvidia-smi is not available. Please install nvidia-utils. Cannot retrieve GPU memory. Falling back to CPU.\n" + "-------------------GPU settings-------------------\n", + "7/8 GPUs were disabled\n", + " memory\n", + "GPU \n", + "0 81072\n", + "Selecting 1 GPU based on available memory.\n", + "Selected GPU 0 with Free Memory: 81072.00 MiB\n", + "--------------------------------------------------\n" ] }, { "data": { "text/plain": [ - "'cpu'" + "'gpu:0'" ] }, "execution_count": 2, @@ -110,12 +117,14 @@ "os.environ[\"TF_CPP_MIN_LOG_LEVEL\"] = \"3\"\n", "\n", "import matplotlib.pyplot as plt\n", + "\n", + "plt.rcParams[\"figure.dpi\"] = 80\n", "import numpy as np\n", "from keras import ops\n", "from scipy.signal import hilbert\n", "\n", "import zea\n", - "from zea import Parameters\n", + "from zea import Parameters, Probe\n", "from zea.beamform.delays import compute_t0_delays_planewave\n", "from zea.beamform.phantoms import fish\n", "from zea.inverse import DASOperator, ScattererSimulator, invert_direct, invert_scatterers\n", @@ -123,30 +132,60 @@ "zea.init_device()" ] }, + { + "cell_type": "code", + "execution_count": 3, + "id": "7fb27b941602401d91542211134fc71a", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T09:22:22.495123Z", + "iopub.status.busy": "2026-07-21T09:22:22.494827Z", + "iopub.status.idle": "2026-07-21T09:22:22.497161Z", + "shell.execute_reply": "2026-07-21T09:22:22.496770Z" + }, + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "# Parameters (overridden for fast CI runs, see tests/test_notebooks.py)\n", + "n_plane_waves = 5\n", + "n_speckle = 15000 # diffuse background scatterers\n", + "n_scatterers = 15000 # scatterers fitted by the inversion\n", + "n_iter_direct = 30\n", + "n_iter_scatterers = 60" + ] + }, { "cell_type": "markdown", "id": "dd93b6e8", "metadata": {}, "source": [ - "## A synthetic point-scatterer scan\n", - "\n", - "We build a small plane-wave acquisition entirely from\n", - "[`zea.Parameters`](../../parameters_doc.rst): a 64-element linear array firing 3 steered plane\n", - "waves, with a windowed-sine two-way waveform. The ground-truth medium is the `fish` point\n", - "phantom from [`zea.beamform.phantoms`](../../_autosummary/zea.beamform.phantoms.rst) — since we\n", - "simulate the channel data ourselves, we know exactly what the inversion should recover." + "## A realistic synthetic scan\n", + "\n", + "We mimic a real acquisition as closely as the simulator allows: the Verasonics L11-5v\n", + "probe preset from [`zea.probes`](../../_autosummary/zea.probes.rst) (128 elements, 0.3 mm\n", + "pitch, 6.25 MHz center frequency), 4× sampling, and `n_plane_waves` steered plane waves.\n", + "The two-way waveform is a 1.5-cycle excitation convolved twice (transmit + receive) with a\n", + "Gaussian impulse response matching the probe's fractional bandwidth — the shape a scanner\n", + "actually records. The medium combines the `fish` point phantom from\n", + "[`zea.beamform.phantoms`](../../_autosummary/zea.beamform.phantoms.rst) with diffuse\n", + "speckle scatterers, and the channel data receives white receiver noise at ~30 dB SNR.\n", + "Since we simulate the channel data ourselves, we know exactly what the inversion should\n", + "recover." ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "id": "800f4a0b", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T10:24:09.535417Z", - "iopub.status.busy": "2026-07-16T10:24:09.534845Z", - "iopub.status.idle": "2026-07-16T10:24:16.117389Z", - "shell.execute_reply": "2026-07-16T10:24:16.116312Z" + "iopub.execute_input": "2026-07-21T09:22:22.498409Z", + "iopub.status.busy": "2026-07-21T09:22:22.498301Z", + "iopub.status.idle": "2026-07-21T09:22:28.048035Z", + "shell.execute_reply": "2026-07-21T09:22:28.047423Z" } }, "outputs": [ @@ -154,55 +193,91 @@ "name": "stdout", "output_type": "stream", "text": [ - "ground-truth channel data: (3, 448, 64) (n_tx, n_ax, n_el)\n" + "ground-truth channel data: (5, 1216, 128) (n_tx, n_ax, n_el)\n" ] } ], "source": [ - "n_el, n_tx, n_ax = 64, 3, 448\n", - "center_frequency, sampling_frequency, sound_speed = 3.125e6, 12.5e6, 1540.0\n", - "wavelength = sound_speed / center_frequency\n", - "\n", - "element_x = np.linspace(-11e-3, 11e-3, n_el)\n", - "probe_geometry = np.stack([element_x, np.zeros(n_el), np.zeros(n_el)], axis=-1).astype(\"float32\")\n", - "polar_angles = np.array([-0.15, 0.0, 0.15], dtype=\"float32\")\n", - "\n", - "# Two-way waveform: a 2-cycle windowed sine sampled at 250 MHz\n", + "probe = Probe.from_name(\"verasonics_l11_5v\")\n", + "probe_geometry = np.asarray(probe.probe_geometry, dtype=\"float32\")\n", + "n_el = probe_geometry.shape[0]\n", + "center_frequency = float(probe.probe_center_frequency) # 6.25 MHz\n", + "sampling_frequency = 4 * center_frequency # standard 4x sampling\n", + "sound_speed = 1540.0\n", + "pitch = float(probe_geometry[1, 0] - probe_geometry[0, 0])\n", + "n_ax = 1216\n", + "rng = np.random.default_rng(42)\n", + "\n", + "polar_angles = np.deg2rad(np.linspace(-9.0, 9.0, n_plane_waves)).astype(\"float32\")\n", + "\n", + "# Two-way waveform: a 1.5-cycle excitation convolved twice (transmit + receive)\n", + "# with a Gaussian impulse response matching the probe's fractional bandwidth.\n", "waveform_sampling_frequency = 250e6\n", - "t = np.arange(int(2 / center_frequency * waveform_sampling_frequency)) / waveform_sampling_frequency\n", - "pulse = (np.sin(2 * np.pi * center_frequency * t) * np.hanning(t.size)).astype(\"float32\")\n", + "t_exc = np.arange(int(1.5 / center_frequency * waveform_sampling_frequency))\n", + "t_exc = t_exc / waveform_sampling_frequency\n", + "excitation = np.sin(2 * np.pi * center_frequency * t_exc) * np.hanning(t_exc.size)\n", + "bandwidth = probe.probe_bandwidth_percent / 100 * center_frequency\n", + "sigma_t = np.sqrt(2 * np.log(2)) / (np.pi * bandwidth)\n", + "t_ir = np.arange(-3 * sigma_t, 3 * sigma_t, 1 / waveform_sampling_frequency)\n", + "impulse_response = np.exp(-(t_ir**2) / (2 * sigma_t**2)) * np.cos(\n", + " 2 * np.pi * center_frequency * t_ir\n", + ")\n", + "waveform = np.convolve(np.convolve(excitation, impulse_response), impulse_response)\n", + "waveform = (waveform / np.abs(waveform).max()).astype(\"float32\")\n", + "\n", + "# Ground truth: the fish phantom over diffuse tissue speckle\n", + "xlims, zlims = (-19e-3, 19e-3), (8e-3, 36e-3)\n", + "fish_positions = fish().astype(\"float32\")\n", + "speckle_positions = np.stack(\n", + " [\n", + " rng.uniform(xlims[0], xlims[1], n_speckle),\n", + " np.zeros(n_speckle),\n", + " rng.uniform(zlims[0], zlims[1], n_speckle),\n", + " ],\n", + " axis=1,\n", + ").astype(\"float32\")\n", + "scatterer_positions = np.concatenate([fish_positions, speckle_positions], axis=0)\n", + "scatterer_magnitudes = np.concatenate(\n", + " [\n", + " np.ones(len(fish_positions), dtype=\"float32\"),\n", + " (0.06 * rng.standard_normal(n_speckle)).astype(\"float32\"),\n", + " ]\n", + ")\n", "\n", "parameters = Parameters(\n", " probe_geometry=probe_geometry,\n", - " t0_delays=compute_t0_delays_planewave(probe_geometry, polar_angles, sound_speed=sound_speed),\n", - " tx_apodizations=np.ones((n_tx, n_el), dtype=\"float32\"),\n", - " initial_times=np.full(n_tx, 8e-6, dtype=\"float32\"),\n", + " t0_delays=compute_t0_delays_planewave(\n", + " probe_geometry, polar_angles, sound_speed=sound_speed\n", + " ).astype(\"float32\"),\n", + " tx_apodizations=np.ones((n_plane_waves, n_el), dtype=\"float32\"),\n", + " initial_times=np.zeros(n_plane_waves, dtype=\"float32\"),\n", " sampling_frequency=sampling_frequency,\n", " center_frequency=center_frequency,\n", " sound_speed=sound_speed,\n", " n_ax=n_ax,\n", " n_el=n_el,\n", - " n_tx=n_tx,\n", + " n_tx=n_plane_waves,\n", " n_ch=1,\n", " n_frames=1,\n", - " focus_distances=np.full(n_tx, np.inf, dtype=\"float32\"),\n", + " focus_distances=np.full(n_plane_waves, np.inf, dtype=\"float32\"),\n", " polar_angles=polar_angles,\n", - " azimuth_angles=np.zeros(n_tx, dtype=\"float32\"),\n", - " transmit_origins=np.zeros((n_tx, 3), dtype=\"float32\"),\n", - " waveforms_two_way=np.tile(pulse, (n_tx, 1)),\n", - " element_width=float(element_x[1] - element_x[0]) * 0.9,\n", - " xlims=(-11e-3, 11e-3),\n", - " zlims=(8e-3, 23e-3),\n", + " azimuth_angles=np.zeros(n_plane_waves, dtype=\"float32\"),\n", + " transmit_origins=np.zeros((n_plane_waves, 3), dtype=\"float32\"),\n", + " waveforms_two_way=np.tile(waveform, (n_plane_waves, 1)),\n", + " element_width=pitch * 0.9,\n", + " xlims=xlims,\n", + " zlims=zlims,\n", " pixels_per_wavelength=2,\n", " f_number=1.0,\n", ")\n", "\n", - "# Ground-truth scatterers: the fish phantom, scaled to fit our field of view\n", - "scatterer_positions = (fish() * 0.7).astype(\"float32\")\n", - "scatterer_magnitudes = np.ones(len(scatterer_positions), dtype=\"float32\")\n", - "\n", - "simulator = ScattererSimulator(parameters, chunk_size=2048)\n", + "simulator = ScattererSimulator(parameters, chunk_size=4096)\n", "channel_data_true = simulator(scatterer_magnitudes, positions=scatterer_positions)\n", + "\n", + "# Receiver noise at ~30 dB channel SNR\n", + "channel_data_true = ops.convert_to_numpy(channel_data_true)\n", + "noise = (channel_data_true.std() / 10 ** (30 / 20)) * rng.standard_normal(channel_data_true.shape)\n", + "channel_data_true = (channel_data_true + noise).astype(\"float32\")\n", "print(\"ground-truth channel data:\", channel_data_true.shape, \"(n_tx, n_ax, n_el)\")" ] }, @@ -225,22 +300,22 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "id": "b5aa5780", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T10:24:16.121042Z", - "iopub.status.busy": "2026-07-16T10:24:16.120683Z", - "iopub.status.idle": "2026-07-16T10:24:21.234088Z", - "shell.execute_reply": "2026-07-16T10:24:21.232940Z" + "iopub.execute_input": "2026-07-21T09:22:28.049690Z", + "iopub.status.busy": "2026-07-21T09:22:28.049572Z", + "iopub.status.idle": "2026-07-21T09:22:35.221321Z", + "shell.execute_reply": "2026-07-21T09:22:35.220803Z" } }, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
      " + "
      " ] }, "metadata": {}, @@ -252,28 +327,28 @@ "image_measured = operator.forward(channel_data_true)\n", "\n", "\n", - "def to_bmode(flat_image):\n", + "def to_bmode(flat_image, dynamic_range=50):\n", " \"\"\"Envelope-detect (along depth) and log-compress a flat RF image for display.\"\"\"\n", " rf = ops.convert_to_numpy(operator.to_grid(flat_image))\n", " envelope = np.abs(hilbert(rf, axis=0))\n", - " return 20 * np.log10(envelope / envelope.max() + 1e-6)\n", + " return np.clip(20 * np.log10(envelope / envelope.max() + 1e-9), -dynamic_range, 0)\n", "\n", "\n", - "extent = [-11, 11, 23, 8] # mm\n", - "fig, axes = plt.subplots(1, 2, figsize=(9, 4))\n", - "axes[0].scatter(scatterer_positions[:, 0] * 1e3, scatterer_positions[:, 2] * 1e3, s=8, c=\"crimson\")\n", + "extent = [xlims[0] * 1e3, xlims[1] * 1e3, zlims[1] * 1e3, zlims[0] * 1e3] # mm\n", + "fig, axes = plt.subplots(1, 2, figsize=(11, 4.5))\n", + "axes[0].scatter(fish_positions[:, 0] * 1e3, fish_positions[:, 2] * 1e3, s=8, c=\"crimson\")\n", "axes[0].set(\n", " xlim=extent[:2],\n", " ylim=extent[2:],\n", - " title=\"ground-truth scatterers\",\n", + " title=\"fish scatterers (speckle not shown)\",\n", " xlabel=\"x [mm]\",\n", " ylabel=\"z [mm]\",\n", ")\n", "axes[0].set_aspect(\"equal\")\n", "axes[1].imshow(\n", - " to_bmode(image_measured), cmap=\"gray\", vmin=-40, vmax=0, extent=extent, aspect=\"equal\"\n", + " to_bmode(image_measured), cmap=\"gray\", vmin=-50, vmax=0, extent=extent, aspect=\"equal\"\n", ")\n", - "axes[1].set(title=\"measured image (3 plane waves)\", xlabel=\"x [mm]\")\n", + "axes[1].set(title=f\"measured image ({n_plane_waves} plane waves)\", xlabel=\"x [mm]\")\n", "plt.tight_layout()\n", "plt.show()" ] @@ -283,12 +358,10 @@ "id": "6cf9fc55", "metadata": {}, "source": [ - "The B-mode shows a granular background with faint lateral streaks at the fish's top and\n", - "bottom arcs. These are side lobes: only three plane waves are compounded, and the short\n", - "two-cycle pulse is broadband, so the side-lobe skirts of the many same-depth scatterers\n", - "add up laterally instead of averaging out. A longer (narrower-band) pulse or more transmit\n", - "angles would suppress them — we keep the short pulse because realistic broadband channel\n", - "data is exactly what the inversions below have to recover.\n", + "The measured image looks like a routine clinical B-mode: speckle from the diffuse\n", + "scatterers, the fish outline standing ~25 dB above it, and a receiver-noise floor. This\n", + "image is the *only* input the inversions below see — recovering the channel data behind a\n", + "speckle-and-noise image is considerably harder than in a sterile point-target scene.\n", "\n", "## Direct inversion: the pseudo-inverse\n", "\n", @@ -300,14 +373,14 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "id": "cee7094d", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T10:24:21.237168Z", - "iopub.status.busy": "2026-07-16T10:24:21.236804Z", - "iopub.status.idle": "2026-07-16T10:24:23.164152Z", - "shell.execute_reply": "2026-07-16T10:24:23.163321Z" + "iopub.execute_input": "2026-07-21T09:22:35.223094Z", + "iopub.status.busy": "2026-07-21T09:22:35.222975Z", + "iopub.status.idle": "2026-07-21T09:22:39.760421Z", + "shell.execute_reply": "2026-07-21T09:22:39.759885Z" } }, "outputs": [ @@ -315,83 +388,83 @@ "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 3 | relative residual 3.7656e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 3 | relative residual 5.6789e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 6 | relative residual 1.8759e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 6 | relative residual 3.4104e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 9 | relative residual 1.0662e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 9 | relative residual 2.0919e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 12 | relative residual 7.1352e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 12 | relative residual 1.4435e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 15 | relative residual 4.9477e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 15 | relative residual 1.0129e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 18 | relative residual 3.8000e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 18 | relative residual 7.5585e-02\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 21 | relative residual 3.1345e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 21 | relative residual 6.2431e-02\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 24 | relative residual 2.5449e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 24 | relative residual 5.1219e-02\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 27 | relative residual 2.1485e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 27 | relative residual 4.4252e-02\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 30 | relative residual 1.7093e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 30 | relative residual 3.8703e-02\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "pre-BF (channel data) correlation: 0.516\n", - "post-BF (image) correlation: 1.000\n" + "pre-BF (channel data) correlation: 0.560\n", + "post-BF (image) correlation: 0.999\n" ] } ], "source": [ - "result_direct = invert_direct(operator, image_measured, n_iter=30, verbose=True)\n", + "result_direct = invert_direct(operator, image_measured, n_iter=n_iter_direct, verbose=True)\n", "\n", "\n", "def correlation(a, b):\n", @@ -403,7 +476,8 @@ "\n", "\n", "print(\n", - " \"pre-BF (channel data) correlation: \"\n f\"{correlation(result_direct.channel_data, channel_data_true):.3f}\"\n", + " \"pre-BF (channel data) correlation: \"\n", + " f\"{correlation(result_direct.channel_data, channel_data_true):.3f}\"\n", ")\n", "print(f\"post-BF (image) correlation: {correlation(result_direct.image, image_measured):.3f}\")" ] @@ -428,14 +502,14 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "id": "c2abe057", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T10:24:23.166186Z", - "iopub.status.busy": "2026-07-16T10:24:23.165991Z", - "iopub.status.idle": "2026-07-16T10:24:50.834331Z", - "shell.execute_reply": "2026-07-16T10:24:50.833240Z" + "iopub.execute_input": "2026-07-21T09:22:39.761928Z", + "iopub.status.busy": "2026-07-21T09:22:39.761813Z", + "iopub.status.idle": "2026-07-21T09:23:10.467075Z", + "shell.execute_reply": "2026-07-21T09:23:10.466439Z" } }, "outputs": [ @@ -443,78 +517,71 @@ "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 3 | relative residual 3.5830e-01\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 6 | relative residual 2.2972e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 7 | relative residual 5.3080e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 9 | relative residual 1.7551e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 14 | relative residual 4.5333e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 12 | relative residual 1.4489e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 21 | relative residual 4.2260e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 15 | relative residual 1.2787e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 28 | relative residual 4.0717e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 18 | relative residual 1.1535e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 35 | relative residual 3.9766e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 21 | relative residual 1.0398e-01\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 42 | relative residual 3.9182e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 24 | relative residual 9.6215e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 49 | relative residual 3.8747e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 27 | relative residual 9.1080e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 56 | relative residual 3.8433e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 30 | relative residual 8.5885e-02\n" + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: cgls iteration 60 | relative residual 3.8252e-01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "pre-BF (channel data) correlation: 0.726\n", - "post-BF (image) correlation: 0.996\n" + "pre-BF (channel data) correlation: 0.659\n", + "post-BF (image) correlation: 0.924\n" ] } ], @@ -522,13 +589,14 @@ "result_scat = invert_scatterers(\n", " operator,\n", " image_measured,\n", - " n_scatterers=3000,\n", - " n_iter=30,\n", + " n_scatterers=n_scatterers,\n", + " n_iter=n_iter_scatterers,\n", " seed=0,\n", " verbose=True,\n", ")\n", "print(\n", - " \"pre-BF (channel data) correlation: \"\n f\"{correlation(result_scat.channel_data, channel_data_true):.3f}\"\n", + " \"pre-BF (channel data) correlation: \"\n", + " f\"{correlation(result_scat.channel_data, channel_data_true):.3f}\"\n", ")\n", "print(f\"post-BF (image) correlation: {correlation(result_scat.image, image_measured):.3f}\")" ] @@ -547,22 +615,22 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "id": "a3213927", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T10:24:50.836578Z", - "iopub.status.busy": "2026-07-16T10:24:50.836354Z", - "iopub.status.idle": "2026-07-16T10:24:51.719449Z", - "shell.execute_reply": "2026-07-16T10:24:51.718518Z" + "iopub.execute_input": "2026-07-21T09:23:10.468626Z", + "iopub.status.busy": "2026-07-21T09:23:10.468510Z", + "iopub.status.idle": "2026-07-21T09:23:10.940415Z", + "shell.execute_reply": "2026-07-21T09:23:10.939849Z" } }, "outputs": [ { "data": { - "image/png": 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"text/plain": [ - "
      " + "
      " ] }, "metadata": {}, @@ -592,7 +660,7 @@ " for result, (_, title) in zip([result_direct, result_scat], panels[1:])\n", "]\n", "for ax, (flat, title) in zip(axes[1], images):\n", - " ax.imshow(to_bmode(flat), cmap=\"gray\", vmin=-40, vmax=0, extent=extent, aspect=\"equal\")\n", + " ax.imshow(to_bmode(flat), cmap=\"gray\", vmin=-50, vmax=0, extent=extent, aspect=\"equal\")\n", " ax.set_title(title, fontsize=10)\n", " ax.set(xlabel=\"x [mm]\", ylabel=\"z [mm]\")\n", "plt.tight_layout()\n", @@ -606,11 +674,15 @@ "source": [ "## Takeaways\n", "\n", - "- Both inversions **fit the image** nearly perfectly — the post-beamformed image barely\n", + "- The acquisition is realistic — an L11-5v probe, bandwidth-shaped two-way pulse,\n", + " tissue speckle and receiver noise — and both inversions still **fit the image** well — the post-beamformed image barely\n", " constrains which channel data produced it.\n", - "- Only the **scatterer prior** recovers the physical channel data (the hyperbolic echo\n", + "- The **scatterer prior** recovers more of the physical channel data (the hyperbolic echo\n", " signatures in the top row): its parameterization regularizes the ~`n_el * n_tx`-fold\n", " nullspace of the DAS operator.\n", + "- The bright fish points are recovered well; the diffuse **speckle** floor is much harder —\n", + " a real physical limitation, and the same gap the real-scans notebook shows between the\n", + " CIRS point phantom and in-vivo carotid tissue.\n", "- Everything here is backend-agnostic Keras: the same code runs on JAX, TensorFlow and PyTorch.\n", " See the [`zea.inverse` API reference](../../_autosummary/zea.inverse.rst) for the full\n", " documentation, including joint position refinement (`refine_iters`) with\n", diff --git a/tests/test_notebooks.py b/tests/test_notebooks.py index ef4028c02..49f0f64a4 100644 --- a/tests/test_notebooks.py +++ b/tests/test_notebooks.py @@ -92,6 +92,13 @@ "num_iterations": 2, "step_size": 1, }, + "inverse_beamforming_example.ipynb": { + "n_plane_waves": 3, + "n_speckle": 1500, + "n_scatterers": 800, + "n_iter_direct": 5, + "n_iter_scatterers": 5, + }, "inverse_beamforming_real_scans_example.ipynb": { "n_iter": 3, "n_scatterers_cirs": 2000, From 4ef5b40946ca0c85c96b15365dff5d7b5c9d5ace Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Tue, 21 Jul 2026 12:21:14 +0200 Subject: [PATCH 12/16] Build the DASOperator adjoint eagerly to avoid tracer leaks MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The adjoint was constructed lazily on first use and cached. When the first call happened inside a jitted function (invert_direct compiles the adjoint as rmatvec), the cached closure captured traced values, and any later jitted inversion on the same operator raised jax's UnexpectedTracerError. Build it once in __init__ instead — the closure then always holds concrete arrays — and add a regression test that runs invert_direct twice on a fresh operator. --- .../inverse_beamforming_example.ipynb | 0 .../inverse_beamforming_carotid_prebf.gif | Bin 4128650 -> 0 bytes .../inverse_beamforming_cirs_prebf.gif | Bin 144926 -> 0 bytes ...verse_beamforming_real_scans_example.ipynb | 782 ------------------ tests/test_inverse.py | 19 + zea/inverse/operators.py | 10 +- 6 files changed, 25 insertions(+), 786 deletions(-) rename docs/source/notebooks/{pipeline => inversion}/inverse_beamforming_example.ipynb (100%) delete mode 100644 docs/source/notebooks/pipeline/inverse_beamforming_carotid_prebf.gif delete mode 100644 docs/source/notebooks/pipeline/inverse_beamforming_cirs_prebf.gif delete mode 100644 docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb b/docs/source/notebooks/inversion/inverse_beamforming_example.ipynb similarity index 100% rename from docs/source/notebooks/pipeline/inverse_beamforming_example.ipynb rename to docs/source/notebooks/inversion/inverse_beamforming_example.ipynb diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_carotid_prebf.gif b/docs/source/notebooks/pipeline/inverse_beamforming_carotid_prebf.gif deleted file mode 100644 index 510dfae7364c1902327c248b983722aad2fd86d0..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 4128650 zcmW)mXHZjJ*M?I_NJ0VuLT{mW3`L|$LJ3_%QK=dbr56zu6*Y|x5~@g1KtMoBsM6HX zLsOaviada*sHj0vLD77?-^_Kc*|X2TJ!kEibFXFZNHj4G=mqrylK}u8kGHqCx4XOh z8S}ZRRO2-gQHVJ98xb_OSlpmAK`N4yvgMoVd0?x0Rax-7adNXKX%;P#pRgQ(S*aq z1fy`;!2p`E5ABdA&BTpn>Pj_tq?$TiHz!`VI!wV^+`yY%CzxErnyA^wkOdxaQ#`Dmg-3{hdZN3gwEh`rdp&l1IgiDGB%F~RnjvqVfV@qa#JgS%pL;IcI? zo}hop`oJYy-ODz5@iw}bto1J1>RhtbzGS0w(N^oCt>#5LjSDtf=WR94+p3?pQ#)^~ zc8;KX-dZ!(NSC0gscENr-cBXfPI;emc1kgJiqUr1Xgh^SJGlru*>F3lP&@InwyNiB zm7{I3k+w3SX4n&oii%QFQud-}?M2TJMb8pN&)AEcA?_m@WG@m#{2!<7g@f#cPZNcM zi2rk-J^D29e+1eK1rq;908wxsvaLv zc)(F81PTNK0RVs^PvD51r-u!JWM`m<1ONZlE*}7~|4L{70sOB_05Bc^2$OYSmG#kK zqFR0&R{20OTG^?@p}ArxUD7aYiPL;QZ;@HcY3VEv9)@# z*yQ}jrP0>=&+g*s2sx*=n(2EExmx~XZMC!aN%x#eo!aZ3Kk#Y|dp*|v;6)R8AWhD> zqkge9WVX(KyrbdO!mJFaFi~l9!HI!1=1E~_q zK`URsvcd9xKVBIr;*WskbAE`55EMhED+TVz`*)MU!lOB@d8;V}P|0=Ip4SpD5^EIdxvQvuP(B-KbKSlW>L2xEP`)}JC@CKmJfvP>qzySbO zKb2`fFl7Esijv4J<_*5fSO$S4I7hKU;k*iAf6?nFpd!LCr*BH3vFNi!?KxBcsIM>( zR4#^osRo6tA_%|5h|JP>pW*lT%ZNFGRmAm>jq($V_fNqvl2d>zkQiPL5~)Qb0O7D{ zr*b)!SvG**wv14v=t2U38{_fRT12Okbxy$|@0Us}7_x#W{5vfjTKD0ggzc^4$4Ak? z;x-Wikl%$=1e|h|phi?0{|*UJG{V*rMopj(av^7&N&ZK!^fcg$VfuY)e>-Ogz?6

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z$f%5{a*AxI5zV+?tk_4fb^*o5Rv+L4H=spXvyI*OD$Vi%;}~DuNF(H^O3y+e-)DFd nP$tiU09ODp??_;Owg7*|0J2t(`XXyrkU$J@1NN6H0RaFz0CV>0 diff --git a/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb b/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb deleted file mode 100644 index f0643a76a..000000000 --- a/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb +++ /dev/null @@ -1,782 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "41b49c74", - "metadata": {}, - "source": [ - "# Inverse beamforming on real scans: phantom and in-vivo\n", - "\n", - "This notebook applies [`zea.inverse`](../../_autosummary/zea.inverse.rst) to two real\n", - "ultrasound acquisitions and reproduces the results of the standalone\n", - "[DAS-inversion study](https://github.com/sankethvedula/das-inverse) that\n", - "`zea.inverse` was ported from:\n", - "\n", - "1. A **simulated CIRS point-scatterer phantom** (3 plane waves, 80 elements, with\n", - " ground-truth scatterer positions) — both a direct pseudo-inverse and a\n", - " scatterer-prior inversion.\n", - "2. An **in-vivo carotid scan** (149 single-element transmits, 128 elements, from the\n", - " [off-grid-ultrasound dataset](https://zenodo.org/records/14925758) of\n", - " [van de Schaft et al., arXiv:2407.02285](https://arxiv.org/abs/2407.02285)) — the\n", - " scatterer-prior inversion.\n", - "\n", - "Both scans are downloaded below. For each we recover the **pre-beamformed channel\n", - "data** from the **post-beamformed image** alone, compare it against the recorded\n", - "channel data, and render the per-transmit channel-data animation. The reference\n", - "numbers we aim to reproduce (from the original study, H100 GPU):\n", - "\n", - "| scan | inversion | pre-BF corr | post-BF corr |\n", - "|------|-----------|:-----------:|:------------:|\n", - "| CIRS simulated | direct pseudo-inverse | 0.56 | 1.00 |\n", - "| CIRS simulated | scatterer prior (15k) | 0.84 | 0.996 |\n", - "| carotid (in-vivo) | scatterer prior (30k) | 0.06 | 0.95 |\n", - "\n", - "The pre-BF correlations tell the story: the pseudo-inverse fits the image perfectly\n", - "without recovering the physical channel data; the scatterer prior recovers point-target\n", - "channel data well (0.84); and in-vivo **speckle** stays unrecoverable (0.06) — the\n", - "compounded image constrains speckle statistics, not the channel micro-realization." - ] - }, - { - "cell_type": "markdown", - "id": "3a66b90f", - "metadata": {}, - "source": [ - "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/tue-bmd/zea/blob/main/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb)\n", - "[![View on GitHub](https://img.shields.io/badge/GitHub-View%20Source-blue?logo=github)](https://github.com/tue-bmd/zea/blob/main/docs/source/notebooks/pipeline/inverse_beamforming_real_scans_example.ipynb)" - ] - }, - { - "cell_type": "markdown", - "id": "8fcec695", - "metadata": {}, - "source": [ - "‼️ **Important:** This notebook is optimized for **GPU/TPU**. Code execution on a **CPU** may be very slow.\n", - "\n", - "If you are running in Colab, please enable a hardware accelerator via:\n", - "\n", - "**Runtime → Change runtime type → Hardware accelerator → GPU/TPU** 🚀." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "36b876dc", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:12:30.580785Z", - "iopub.status.busy": "2026-07-16T11:12:30.580522Z", - "iopub.status.idle": "2026-07-16T11:12:31.683748Z", - "shell.execute_reply": "2026-07-16T11:12:31.682175Z" - } - }, - "outputs": [], - "source": [ - "%%capture\n", - "%pip install zea" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "935e04d9", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:12:31.688836Z", - "iopub.status.busy": "2026-07-16T11:12:31.688477Z", - "iopub.status.idle": "2026-07-16T11:12:34.382226Z", - "shell.execute_reply": "2026-07-16T11:12:34.381065Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: Using backend 'jax'\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "-------------------GPU settings-------------------\n", - "0/1 GPUs were disabled\n", - " memory\n", - "GPU \n", - "0 45487\n", - "Selecting 1 GPU based on available memory.\n", - "Selected GPU 0 with Free Memory: 45487.00 MiB\n", - "--------------------------------------------------\n" - ] - }, - { - "data": { - "text/plain": [ - "'gpu:0'" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import os\n", - "\n", - "os.environ[\"KERAS_BACKEND\"] = \"jax\"\n", - "os.environ[\"TF_CPP_MIN_LOG_LEVEL\"] = \"3\"\n", - "\n", - "import time\n", - "import urllib.request\n", - "from pathlib import Path\n", - "\n", - "import h5py\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "from keras import ops\n", - "from matplotlib.animation import FuncAnimation, PillowWriter\n", - "\n", - "import zea\n", - "from zea.inverse import DASOperator, ScattererSimulator, invert_direct, invert_scatterers\n", - "\n", - "zea.init_device()" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "b4da8a3e", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:12:34.386298Z", - "iopub.status.busy": "2026-07-16T11:12:34.386055Z", - "iopub.status.idle": "2026-07-16T11:12:34.389498Z", - "shell.execute_reply": "2026-07-16T11:12:34.388514Z" - }, - "tags": [ - "parameters" - ] - }, - "outputs": [], - "source": [ - "# Parameters (overridden for fast CI runs, see tests/test_notebooks.py)\n", - "n_iter = 70\n", - "n_scatterers_cirs = 15000\n", - "n_scatterers_carotid = 30000\n", - "run_carotid = True" - ] - }, - { - "cell_type": "markdown", - "id": "2f2f609d", - "metadata": {}, - "source": [ - "## Download the scans\n", - "\n", - "The CIRS phantom (2 MB, simulated with FIELD II, ground-truth scatterers included) comes\n", - "from the original study's repository; the in-vivo carotid scan (411 MB) from the\n", - "off-grid-ultrasound dataset on Zenodo. Both are in the (legacy) `zea` HDF5 format and\n", - "load directly with [`zea.File`](../../_autosummary/zea.data.file.rst)." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "8a9c64de", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:12:34.391544Z", - "iopub.status.busy": "2026-07-16T11:12:34.391443Z", - "iopub.status.idle": "2026-07-16T11:12:34.396254Z", - "shell.execute_reply": "2026-07-16T11:12:34.395441Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "cirs_simulated.hdf5: already downloaded\n", - "L11-5v_carotid1.hdf5: already downloaded\n" - ] - } - ], - "source": [ - "DATA_DIR = Path(os.environ.get(\"ZEA_INVERSE_DATA_DIR\", \"~/zea-inverse-data\")).expanduser()\n", - "DATA_DIR.mkdir(parents=True, exist_ok=True)\n", - "\n", - "SCANS = {\n", - " \"cirs_simulated.hdf5\": (\n", - " \"https://raw.githubusercontent.com/sankethvedula/das-inverse/main/data/cirs_simulated.hdf5\"\n", - " ),\n", - " \"L11-5v_carotid1.hdf5\": (\n", - " \"https://zenodo.org/records/14925758/files/L11-5v_carotid1.hdf5?download=1\"\n", - " ),\n", - "}\n", - "\n", - "if not run_carotid:\n", - " SCANS.pop(\"L11-5v_carotid1.hdf5\")\n", - "\n", - "for name, url in SCANS.items():\n", - " path = DATA_DIR / name\n", - " if path.exists():\n", - " print(f\"{name}: already downloaded\")\n", - " continue\n", - " print(f\"downloading {name} ...\")\n", - " urllib.request.urlretrieve(url, path)\n", - " print(f\" -> {path} ({path.stat().st_size / 1e6:.0f} MB)\")" - ] - }, - { - "cell_type": "markdown", - "id": "86701881", - "metadata": {}, - "source": [ - "## Loading a scan for inversion\n", - "\n", - "We load the acquisition into [`zea.Parameters`](../../parameters_doc.rst) with a few\n", - "overrides that match the conventions of the original study:\n", - "\n", - "- **`t_peak`**: the original beamformer used the two-way waveform's time-to-peak,\n", - " *doubled* (a jaxus convention). We override `t_peak` accordingly so the delay model\n", - " matches exactly.\n", - "- **`element_width`**: these legacy files store the element width under `scan/`, which\n", - " the legacy loader drops — we read it directly and pass it as an override (it drives\n", - " the element directivity model in the simulator).\n", - "- **grid**: a 0.6-wavelength pixel grid over the imaging region, and a receive\n", - " f-number of 1.5 (the original configuration)." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "3579f721", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:12:34.398398Z", - "iopub.status.busy": "2026-07-16T11:12:34.398306Z", - "iopub.status.idle": "2026-07-16T11:12:34.405213Z", - "shell.execute_reply": "2026-07-16T11:12:34.404292Z" - } - }, - "outputs": [], - "source": [ - "def load_scan(path, region, pixels_per_wavelength=1 / 0.6, f_number=1.5, frame=0):\n", - " \"\"\"Load a scan and its raw RF data with the original study's conventions.\"\"\"\n", - " with h5py.File(path, \"r\") as h:\n", - " element_width = float(h[\"scan/element_width\"][()])\n", - " with zea.File(path) as file:\n", - " parameters = file.load_parameters()\n", - " raw_data = np.asarray(file[\"data/raw_data\"][frame, ..., 0], dtype=np.float32)\n", - "\n", - " # t_peak: two-way waveform peak time, doubled (jaxus/original-study convention)\n", - " waveform = np.asarray(parameters.waveforms_two_way[0])\n", - " t_peak = np.full(parameters.n_tx, 2.0 * np.argmax(waveform) / 250e6, dtype=np.float32)\n", - "\n", - " # 0.6-wavelength pixel grid over the requested region\n", - " spacing = parameters.sound_speed / float(np.mean(parameters.center_frequency))\n", - " spacing = spacing / pixels_per_wavelength\n", - " grid_size_x = int((region[1] - region[0]) / spacing) + 1\n", - " grid_size_z = int((region[3] - region[2]) / spacing) + 1\n", - "\n", - " with zea.File(path) as file:\n", - " parameters = file.load_parameters(\n", - " t_peak=t_peak,\n", - " element_width=element_width,\n", - " f_number=f_number,\n", - " xlims=(region[0], region[1]),\n", - " zlims=(region[2], region[3]),\n", - " grid_size_x=grid_size_x,\n", - " grid_size_z=grid_size_z,\n", - " )\n", - " print(\n", - " f\"{Path(path).name}: n_tx={parameters.n_tx} n_el={parameters.n_el} \"\n", - " f\"n_ax={parameters.n_ax} grid=({grid_size_z}, {grid_size_x})\"\n", - " )\n", - " return parameters, raw_data\n", - "\n", - "\n", - "def correlation(a, b):\n", - " \"\"\"Absolute normalized correlation between two arrays.\"\"\"\n", - " a = np.asarray(ops.convert_to_numpy(a)).ravel()\n", - " b = np.asarray(ops.convert_to_numpy(b)).ravel()\n", - " a, b = a - a.mean(), b - b.mean()\n", - " return abs(np.vdot(a, b)) / (np.linalg.norm(a) * np.linalg.norm(b) + 1e-30)\n", - "\n", - "\n", - "def report(label, result, raw_data, image, reference):\n", - " \"\"\"Print pre/post-beamforming correlations next to the reference values.\"\"\"\n", - " pre = correlation(result.channel_data, raw_data)\n", - " post = correlation(result.image, image)\n", - " print(\n", - " f\"{label:28s} pre-BF corr {pre:.3f} (reference {reference[0]:.3f}) \"\n", - " f\"post-BF corr {post:.3f} (reference {reference[1]:.3f})\"\n", - " )\n", - " return pre, post" - ] - }, - { - "cell_type": "markdown", - "id": "15114979", - "metadata": {}, - "source": [ - "## Rendering helpers\n", - "\n", - "`show_images` compares the measured image with the re-beamformed reconstruction\n", - "(log-compressed `|RF|`, as in the original study). `render_prebf_gif` animates the\n", - "recovered pre-beamformed channel data across transmits next to the recorded ground\n", - "truth — this is the quantity being recovered, which the inversion never observes." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "598ff987", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:12:34.407498Z", - "iopub.status.busy": "2026-07-16T11:12:34.407415Z", - "iopub.status.idle": "2026-07-16T11:12:34.413777Z", - "shell.execute_reply": "2026-07-16T11:12:34.412850Z" - } - }, - "outputs": [], - "source": [ - "def to_db(image_2d):\n", - " magnitude = np.abs(image_2d)\n", - " return 20 * np.log10(magnitude / (magnitude.max() + 1e-12) + 1e-6)\n", - "\n", - "\n", - "def show_images(operator, image, result, region, scatterers=None, title=\"\"):\n", - " extent = [region[0] * 1e3, region[1] * 1e3, region[3] * 1e3, region[2] * 1e3]\n", - " fig, axes = plt.subplots(1, 2, figsize=(10, 4.5))\n", - " panels = [(image, \"measured image\"), (result.image, \"re-beamformed reconstruction\")]\n", - " for ax, (flat, label) in zip(axes, panels):\n", - " ax.imshow(\n", - " to_db(ops.convert_to_numpy(operator.to_grid(flat))),\n", - " cmap=\"gray\",\n", - " vmin=-50,\n", - " vmax=0,\n", - " extent=extent,\n", - " aspect=\"equal\",\n", - " )\n", - " if scatterers is not None:\n", - " ax.scatter(\n", - " scatterers[:, 0] * 1e3,\n", - " scatterers[:, 2] * 1e3,\n", - " s=16,\n", - " facecolors=\"none\",\n", - " edgecolors=\"r\",\n", - " linewidths=0.8,\n", - " )\n", - " ax.set(title=label, xlabel=\"x [mm]\", ylabel=\"z [mm]\")\n", - " fig.suptitle(title)\n", - " plt.tight_layout()\n", - " plt.show()\n", - "\n", - "\n", - "def render_prebf_gif(filename, channel_data_true, channel_data_recon, transmits, fps=10):\n", - " \"\"\"Animate ground-truth vs recovered channel data across transmits.\"\"\"\n", - " gt = np.asarray(ops.convert_to_numpy(channel_data_true))\n", - " recon = np.asarray(ops.convert_to_numpy(channel_data_recon))\n", - " fig, axes = plt.subplots(1, 2, figsize=(7, 4.5))\n", - "\n", - " def draw(tx):\n", - " for ax in axes:\n", - " ax.clear()\n", - " for ax, cube, label in zip(axes, [gt, recon], [\"recorded pre-BF\", \"recovered pre-BF\"]):\n", - " ax.imshow(\n", - " np.abs(cube[tx]),\n", - " aspect=\"auto\",\n", - " cmap=\"viridis\",\n", - " vmax=np.percentile(np.abs(cube[tx]), 99.5) + 1e-12,\n", - " )\n", - " ax.set(title=label, xlabel=\"element\", ylabel=\"sample\")\n", - " tx_corr = correlation(recon[tx], gt[tx])\n", - " fig.suptitle(f\"transmit {tx + 1}/{gt.shape[0]} corr {tx_corr:.3f}\")\n", - " fig.tight_layout()\n", - "\n", - " animation = FuncAnimation(fig, draw, frames=list(transmits), interval=1000 / fps)\n", - " animation.save(filename, writer=PillowWriter(fps=fps))\n", - " plt.close(fig)\n", - " print(f\"saved {filename} ({Path(filename).stat().st_size / 1e6:.1f} MB)\")" - ] - }, - { - "cell_type": "markdown", - "id": "935ef7c8", - "metadata": {}, - "source": [ - "## CIRS phantom: pseudo-inverse vs scatterer prior\n", - "\n", - "We beamform the recorded channel data once to get the *measured image* — from here on,\n", - "the inversions see only that image. The direct method runs CGLS on the full channel-data\n", - "cube (the minimum-norm solution); the scatterer prior seeds 15,000 scatterers from the\n", - "image envelope and solves for their magnitudes." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "49348cfb", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:12:34.416145Z", - "iopub.status.busy": "2026-07-16T11:12:34.416063Z", - "iopub.status.idle": "2026-07-16T11:13:33.128745Z", - "shell.execute_reply": "2026-07-16T11:13:33.127668Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m This ``zea.File`` '/nfs/scistore20/bronsgrp/svedula/das-inversion/data/cirs_simulated.hdf5' was created with a legacy version of zea (<0.1.0), while you are using zea v0.1.2. It may behave in unexpected ways. Install an earlier version of zea<0.1.0 for full compatibility or re-save the file with zea v0.1.0 or later (e.g. via File.create).\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "cirs_simulated.hdf5: n_tx=3 n_el=80 n_ax=2048 grid=(312, 217)\n", - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m width/grid_size_x = 0.0002949 > wavelength/2 = 0.0002464. Consider increasing grid_size_x to 260 or more, or unsetting it to size the grid automatically.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m depth/grid_size_z = 0.0002949 > wavelength/2 = 0.0002464. Consider increasing grid_size_z to 374 or more, or unsetting it to size the grid automatically.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "direct inversion: 2s\n", - "CIRS direct pseudo-inverse pre-BF corr 0.560 (reference 0.557) post-BF corr 1.000 (reference 1.000)\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "scatterer-prior inversion: 52s\n", - "CIRS scatterer prior (15k) pre-BF corr 0.855 (reference 0.838) post-BF corr 0.996 (reference 0.996)\n" - ] - } - ], - "source": [ - "REGION_CIRS = (-0.032, 0.032, 0.003, 0.095)\n", - "\n", - "parameters, raw_data = load_scan(DATA_DIR / \"cirs_simulated.hdf5\", REGION_CIRS)\n", - "with h5py.File(DATA_DIR / \"cirs_simulated.hdf5\", \"r\") as h:\n", - " scatterers_true = np.asarray(h[\"phantom/scatterer_positions\"])\n", - "\n", - "operator = DASOperator(parameters)\n", - "image = operator.forward(raw_data)\n", - "\n", - "start = time.time()\n", - "result_direct = invert_direct(operator, image, n_iter=n_iter)\n", - "print(f\"direct inversion: {time.time() - start:.0f}s\")\n", - "report(\"CIRS direct pseudo-inverse\", result_direct, raw_data, image, (0.557, 1.000))\n", - "\n", - "start = time.time()\n", - "simulator = ScattererSimulator(parameters, chunk_size=8192)\n", - "result_cirs = invert_scatterers(\n", - " operator, image, n_scatterers=n_scatterers_cirs, n_iter=n_iter, seed=0, simulator=simulator\n", - ")\n", - "print(f\"scatterer-prior inversion: {time.time() - start:.0f}s\")\n", - "report(\"CIRS scatterer prior (15k)\", result_cirs, raw_data, image, (0.838, 0.996));" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "8d6583c0", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:13:33.132322Z", - "iopub.status.busy": "2026-07-16T11:13:33.132128Z", - "iopub.status.idle": "2026-07-16T11:13:34.688680Z", - "shell.execute_reply": "2026-07-16T11:13:34.687679Z" - } - }, - "outputs": [ - { - "data": { - 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", 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        " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "saved inverse_beamforming_cirs_prebf.gif (0.1 MB)\n" - ] - } - ], - "source": [ - "show_images(\n", - " operator,\n", - " image,\n", - " result_cirs,\n", - " REGION_CIRS,\n", - " scatterers=scatterers_true,\n", - " title=\"CIRS phantom — scatterer prior\",\n", - ")\n", - "render_prebf_gif(\n", - " \"inverse_beamforming_cirs_prebf.gif\",\n", - " raw_data,\n", - " result_cirs.channel_data,\n", - " transmits=range(parameters.n_tx),\n", - " fps=2,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "0febd999", - "metadata": {}, - "source": [ - "![CIRS pre-beamformed channel data: recorded vs recovered](inverse_beamforming_cirs_prebf.gif)\n", - "\n", - "The recovered channel data reproduces the scatterer hyperbolae of the recorded data —\n", - "the scatterer prior has filled the nullspace of the beamformer with physically\n", - "consistent echoes. Compare the direct pseudo-inverse, which fits the image perfectly\n", - "(post-BF corr 1.00) yet correlates far less with the true channel data.\n", - "\n", - "## In-vivo carotid\n", - "\n", - "Same procedure on the in-vivo carotid scan (149 transmits): seed 30,000 scatterers and\n", - "solve for their magnitudes. Note the reference pre-BF correlation is only ≈0.06: a\n", - "compounded image constrains speckle *statistics*, not the specific channel-data\n", - "realization — this ceiling is fundamental, not a tuning issue." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "ee431e25", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T11:13:34.692416Z", - "iopub.status.busy": "2026-07-16T11:13:34.692294Z", - "iopub.status.idle": "2026-07-16T13:40:26.692732Z", - "shell.execute_reply": "2026-07-16T13:40:26.691556Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m This ``zea.File`` '/nfs/scistore20/bronsgrp/svedula/das-inversion/data/L11-5v_carotid1.hdf5' was created with a legacy version of zea (<0.1.0), while you are using zea v0.1.2. It may behave in unexpected ways. Install an earlier version of zea<0.1.0 for full compatibility or re-save the file with zea v0.1.0 or later (e.g. via File.create).\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "L11-5v_carotid1.hdf5: n_tx=149 n_el=128 n_ax=2688 grid=(305, 297)\n", - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m width/grid_size_x = 0.0001212 > wavelength/2 = 0.0001013. Consider increasing grid_size_x to 356 or more, or unsetting it to size the grid automatically.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m depth/grid_size_z = 0.0001213 > wavelength/2 = 0.0001013. Consider increasing grid_size_z to 366 or more, or unsetting it to size the grid automatically.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "scatterer-prior inversion: 8804s\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "carotid scatterer prior (30k) pre-BF corr 0.059 (reference 0.057) post-BF corr 0.941 (reference 0.946)\n" - ] - } - ], - "source": [ - "REGION_CAROTID = (-0.018, 0.018, 0.003, 0.04)\n", - "\n", - "if run_carotid:\n", - " parameters, raw_data = load_scan(DATA_DIR / \"L11-5v_carotid1.hdf5\", REGION_CAROTID)\n", - " operator = DASOperator(parameters)\n", - " image = operator.forward(raw_data)\n", - "\n", - " start = time.time()\n", - " simulator = ScattererSimulator(parameters, chunk_size=4096)\n", - " result_carotid = invert_scatterers(\n", - " operator,\n", - " image,\n", - " n_scatterers=n_scatterers_carotid,\n", - " n_iter=n_iter,\n", - " seed=0,\n", - " simulator=simulator,\n", - " )\n", - " print(f\"scatterer-prior inversion: {time.time() - start:.0f}s\")\n", - " report(\"carotid scatterer prior (30k)\", result_carotid, raw_data, image, (0.057, 0.946))" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "ef2a72b7", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-16T13:40:26.696886Z", - "iopub.status.busy": "2026-07-16T13:40:26.696700Z", - "iopub.status.idle": "2026-07-16T13:40:36.523972Z", - "shell.execute_reply": "2026-07-16T13:40:36.522870Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", 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        " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "saved inverse_beamforming_carotid_prebf.gif (4.1 MB)\n" - ] - } - ], - "source": [ - "if run_carotid:\n", - " show_images(operator, image, result_carotid, REGION_CAROTID, title=\"carotid — scatterer prior\")\n", - " render_prebf_gif(\n", - " \"inverse_beamforming_carotid_prebf.gif\",\n", - " raw_data,\n", - " result_carotid.channel_data,\n", - " transmits=range(0, parameters.n_tx, 4), # subsample transmits to keep the GIF small\n", - " fps=10,\n", - " )" - ] - }, - { - "cell_type": "markdown", - "id": "4403dc0b", - "metadata": {}, - "source": [ - "![carotid pre-beamformed channel data: recorded vs recovered](inverse_beamforming_carotid_prebf.gif)\n", - "\n", - "## Takeaways\n", - "\n", - "- Both inversions reproduce the reference results of the\n", - " [original study](https://github.com/sankethvedula/das-inverse) (small differences in\n", - " the third digit come from a different random seeding stream and pixel-grid rounding).\n", - "- **Post-beamformed fit is easy; pre-beamformed recovery is the hard part.** The\n", - " pseudo-inverse drives the image error to zero while recovering little of the channel\n", - " data — the DAS operator sums ~`n_el x n_tx` samples per pixel, so almost everything\n", - " about the channel data lives in its nullspace.\n", - "- A **physical scatterer prior** closes most of that gap on point targets (pre-BF corr\n", - " 0.56 → 0.84) but cannot recover in-vivo **speckle** (0.06) — the image simply does not\n", - " carry that information.\n", - "- The entire pipeline — beamforming operator, time-domain simulator, CGLS, adjoints —\n", - " is backend-agnostic Keras via [`zea.inverse`](../../_autosummary/zea.inverse.rst);\n", - " see the [introductory notebook](inverse_beamforming_example.ipynb) for a synthetic\n", - " walkthrough." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.8" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/tests/test_inverse.py b/tests/test_inverse.py index b7c41480b..01a47b32b 100644 --- a/tests/test_inverse.py +++ b/tests/test_inverse.py @@ -310,6 +310,25 @@ def test_invert_direct_fits_image(operator, measurement): assert tuple(result.channel_data.shape) == operator.input_shape +def test_invert_direct_twice_on_fresh_operator(parameters, measurement): + """Repeated jitted inversions on a fresh operator must not leak tracers. + + Regression test: the adjoint used to be built lazily on first use, so a + first ``invert_direct`` call (jitted) cached a closure over traced values + and a second call raised ``UnexpectedTracerError`` on the jax backend. + """ + _, image = measurement + operator = DASOperator(parameters) + first = invert_direct(operator, image, n_iter=2) + second = invert_direct(operator, image, n_iter=2) + np.testing.assert_allclose( + ops.convert_to_numpy(first.channel_data), + ops.convert_to_numpy(second.channel_data), + rtol=1e-5, + atol=1e-6, + ) + + def test_invert_scatterers_recovers_channel_data(operator, measurement): """The scatterer prior recovers the underlying channel data. diff --git a/zea/inverse/operators.py b/zea/inverse/operators.py index aa9d8164f..f9203245a 100644 --- a/zea/inverse/operators.py +++ b/zea/inverse/operators.py @@ -136,7 +136,12 @@ def __init__( ) self._inputs = inputs self.flatgrid = inputs["flatgrid"] - self._adjoint_fn = None + # Build the adjoint eagerly: constructing it lazily inside a jitted + # caller (e.g. the first invert_direct call) would capture tracers in + # the cached closure and leak them into later jitted calls. + self._adjoint_fn = linear_adjoint( + self.forward, ops.zeros(self.input_shape, dtype="float32") + ) @property def n_pix(self): @@ -185,9 +190,6 @@ def adjoint(self, image): Returns: Tensor: Channel data of shape ``(n_tx, n_ax, n_el)``. """ - if self._adjoint_fn is None: - template = ops.zeros(self.input_shape, dtype="float32") - self._adjoint_fn = linear_adjoint(self.forward, template) return self._adjoint_fn(image) def to_grid(self, image): From 90713f590b0a4bd56cbf6f94cb5ea36c8931142d Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Tue, 21 Jul 2026 13:42:27 +0200 Subject: [PATCH 13/16] Skip the linear_adjoint doctest line that needs a gradient backend MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The docs environment pins KERAS_BACKEND=numpy (docs/Makefile), and 'make docs-test' in CI executes the docstring examples there. The linear_adjoint example computes a real gradient through AutoGrad, which supports only jax/tensorflow/torch, so the final line can never pass in the docs environment — mark it '# doctest: +SKIP' like the repo's other backend-dependent examples. The behavior itself stays covered by tests/test_inverse.py::test_linear_adjoint_matches_matrix_transpose. This was the actual cause of the test-docs-build CI failures (the doctest stage runs between docs-build and linkcheck). --- zea/inverse/solvers.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/zea/inverse/solvers.py b/zea/inverse/solvers.py index ee2a2cf3c..56dd0c23e 100644 --- a/zea/inverse/solvers.py +++ b/zea/inverse/solvers.py @@ -48,7 +48,7 @@ def linear_adjoint(matvec, input_template): >>> matvec = lambda x: ops.matmul(matrix, x) >>> rmatvec = linear_adjoint(matvec, ops.zeros(5)) >>> y = np.ones(3, dtype=np.float32) - >>> bool(np.allclose(rmatvec(y), matrix.T @ y, atol=1e-5)) + >>> bool(np.allclose(rmatvec(y), matrix.T @ y, atol=1e-5)) # doctest: +SKIP True """ zeros = ops.zeros_like(input_template) From 681d299385e1b3536009e36b454b313ba928ec15 Mon Sep 17 00:00:00 2001 From: Sanketh Vedula Date: Tue, 21 Jul 2026 14:49:29 +0200 Subject: [PATCH 14/16] Organize the inversion tutorials into their own docs section MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Three ordered tutorials under docs/source/notebooks/inversion/, as suggested in review: the synthetic fish walkthrough, the recorded CIRS phantom scan, and the in-vivo carotid scan — the last two split out of the former real-scans notebook, each self-contained and executed at full scale (CIRS: direct 0.560/1.000 and scatterer prior 0.857/0.996 vs references 0.557/1.000 and 0.838/0.996; carotid: 0.059/0.942 vs 0.057/0.946). The fish tutorial gains a 'breaking the inverse crime' control that regenerates the data with the frequency-domain simulator driven by the measured waveform (scatterer prior 0.515 vs 0.659 on matched-model data); a refresh of its executed outputs with the added pseudo-inverse baseline follows. Wires the section into examples.rst and the notebook redirects, adds an 'inversion' group to the notebook-tests matrix, updates the zea.inverse docstring links, and registers CI parameters (CIRS reduced, carotid and the frequency-domain control skipped on CI). Note: the previous push unintentionally carried the half-staged notebook move (stale index), which orphaned the moved notebook and broke test collection against a registered-but-deleted notebook — this commit restores a consistent tree. --- .github/workflows/tests.yaml | 3 + docs/source/conf.py | 2 +- docs/source/examples.rst | 8 + docs/source/notebooks/inversion.rst | 9 + .../inverse_beamforming_carotid_example.ipynb | 571 +++++++++++++++++ .../inverse_beamforming_carotid_prebf.gif | Bin 0 -> 4130493 bytes .../inverse_beamforming_cirs_example.ipynb | 601 ++++++++++++++++++ .../inverse_beamforming_cirs_prebf.gif | Bin 0 -> 148749 bytes .../inverse_beamforming_example.ipynb | 199 ++++-- tests/test_notebooks.py | 11 +- zea/inverse/__init__.py | 4 +- 11 files changed, 1349 insertions(+), 59 deletions(-) create mode 100644 docs/source/notebooks/inversion.rst create mode 100644 docs/source/notebooks/inversion/inverse_beamforming_carotid_example.ipynb create mode 100644 docs/source/notebooks/inversion/inverse_beamforming_carotid_prebf.gif create mode 100644 docs/source/notebooks/inversion/inverse_beamforming_cirs_example.ipynb create mode 100644 docs/source/notebooks/inversion/inverse_beamforming_cirs_prebf.gif diff --git a/.github/workflows/tests.yaml b/.github/workflows/tests.yaml index 922e07c86..872888a96 100644 --- a/.github/workflows/tests.yaml +++ b/.github/workflows/tests.yaml @@ -292,6 +292,9 @@ jobs: - name: pipeline dirs: pipeline label: pipeline + - name: inversion + dirs: inversion + label: inversion - name: data-metrics dirs: "data metrics" label: data+metrics diff --git a/docs/source/conf.py b/docs/source/conf.py index cd556e5c5..74211be69 100644 --- a/docs/source/conf.py +++ b/docs/source/conf.py @@ -123,7 +123,7 @@ # for redirecting empty toc items to their parent redirects = { f"notebooks/{page}.html": f"../examples.html#{page}" - for page in ["data", "pipeline", "models", "metrics", "agent"] + for page in ["data", "pipeline", "inversion", "models", "metrics", "agent"] } # this will make sure that when an __all__ is defined in a module, the members diff --git a/docs/source/examples.rst b/docs/source/examples.rst index e8d2734b0..6714d705f 100644 --- a/docs/source/examples.rst +++ b/docs/source/examples.rst @@ -19,6 +19,14 @@ Pipeline notebooks/pipeline +Inversion +--------- + +.. toctree:: + :maxdepth: 2 + + notebooks/inversion + Models ------ diff --git a/docs/source/notebooks/inversion.rst b/docs/source/notebooks/inversion.rst new file mode 100644 index 000000000..40778fabf --- /dev/null +++ b/docs/source/notebooks/inversion.rst @@ -0,0 +1,9 @@ +Inversion +========= + +.. toctree:: + :maxdepth: 1 + + inversion/inverse_beamforming_example + inversion/inverse_beamforming_cirs_example + inversion/inverse_beamforming_carotid_example diff --git a/docs/source/notebooks/inversion/inverse_beamforming_carotid_example.ipynb b/docs/source/notebooks/inversion/inverse_beamforming_carotid_example.ipynb new file mode 100644 index 000000000..ec63e7e33 --- /dev/null +++ b/docs/source/notebooks/inversion/inverse_beamforming_carotid_example.ipynb @@ -0,0 +1,571 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "6f63d086", + "metadata": {}, + "source": [ + "# Inverse beamforming on an in-vivo carotid scan\n", + "\n", + "This tutorial applies [`zea.inverse`](../../_autosummary/zea.inverse.rst) to an\n", + "**in-vivo carotid acquisition** (149 single-element transmits, 128 elements, from the\n", + "[off-grid-ultrasound dataset](https://zenodo.org/records/14925758) of\n", + "[van de Schaft et al., arXiv:2407.02285](https://arxiv.org/abs/2407.02285)) and\n", + "reproduces the in-vivo result of the standalone\n", + "[DAS-inversion study](https://github.com/sankethvedula/das-inverse): a scatterer-prior\n", + "inversion with 30,000 scatterers, reference pre-BF corr 0.06 and post-BF corr 0.95.\n", + "\n", + "That pre-BF correlation of ≈0.06 is the honest headline: a compounded image constrains\n", + "speckle *statistics*, not the specific channel-data realization, so recovering diffuse\n", + "in-vivo channel data from one image is fundamentally limited. Compare the\n", + "[CIRS phantom tutorial](inverse_beamforming_cirs_example.ipynb) (0.84 on point targets)\n", + "and the [introductory tutorial](inverse_beamforming_example.ipynb), which sits between\n", + "the two regimes with bright points over speckle." + ] + }, + { + "cell_type": "markdown", + "id": "2a0e0773", + "metadata": {}, + "source": [ + "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/tue-bmd/zea/blob/main/docs/source/notebooks/inversion/inverse_beamforming_carotid_example.ipynb)\n", + "[![View on GitHub](https://img.shields.io/badge/GitHub-View%20Source-blue?logo=github)](https://github.com/tue-bmd/zea/blob/main/docs/source/notebooks/inversion/inverse_beamforming_carotid_example.ipynb)" + ] + }, + { + "cell_type": "markdown", + "id": "8f0fada9", + "metadata": {}, + "source": [ + "‼️ **Important:** This notebook is optimized for **GPU/TPU**. Code execution on a **CPU** may be very slow.\n", + "\n", + "If you are running in Colab, please enable a hardware accelerator via:\n", + "\n", + "**Runtime → Change runtime type → Hardware accelerator → GPU/TPU** 🚀." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "94a1226a", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T09:51:32.827563Z", + "iopub.status.busy": "2026-07-21T09:51:32.827468Z", + "iopub.status.idle": "2026-07-21T09:51:34.384771Z", + "shell.execute_reply": "2026-07-21T09:51:34.384227Z" + } + }, + "outputs": [], + "source": [ + "%%capture\n", + "%pip install zea" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "afe1889f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T09:51:34.386611Z", + "iopub.status.busy": "2026-07-21T09:51:34.386494Z", + "iopub.status.idle": "2026-07-21T09:51:41.169102Z", + "shell.execute_reply": "2026-07-21T09:51:41.168623Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: Using backend 'jax'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-------------------GPU settings-------------------\n", + "7/8 GPUs were disabled\n", + " memory\n", + "GPU \n", + "0 81072\n", + "Selecting 1 GPU based on available memory.\n", + "Selected GPU 0 with Free Memory: 81072.00 MiB\n", + "--------------------------------------------------\n" + ] + }, + { + "data": { + "text/plain": [ + "'gpu:0'" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import os\n", + "\n", + "os.environ[\"KERAS_BACKEND\"] = \"jax\"\n", + "os.environ[\"TF_CPP_MIN_LOG_LEVEL\"] = \"3\"\n", + "\n", + "import time\n", + "import urllib.request\n", + "from pathlib import Path\n", + "\n", + "import h5py\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from keras import ops\n", + "from matplotlib.animation import FuncAnimation, PillowWriter\n", + "\n", + "import zea\n", + "from zea.inverse import DASOperator, ScattererSimulator, invert_scatterers\n", + "\n", + "zea.init_device()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1901c0d7", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T09:51:41.170741Z", + "iopub.status.busy": "2026-07-21T09:51:41.170478Z", + "iopub.status.idle": "2026-07-21T09:51:41.172705Z", + "shell.execute_reply": "2026-07-21T09:51:41.172291Z" + }, + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "# Parameters (overridden for fast CI runs, see tests/test_notebooks.py)\n", + "n_iter = 70\n", + "n_scatterers = 30000\n", + "# The scan is a 411 MB download and the inversion runs for hours; CI skips it.\n", + "run_inversion = True" + ] + }, + { + "cell_type": "markdown", + "id": "31063fac", + "metadata": {}, + "source": [ + "## Download the scan\n", + "\n", + "The in-vivo carotid scan (411 MB) comes from the off-grid-ultrasound dataset on Zenodo.\n", + "It is in the (legacy) `zea` HDF5 format and loads directly with\n", + "[`zea.File`](../../_autosummary/zea.data.file.rst)." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "42af5985", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T09:51:41.173936Z", + "iopub.status.busy": "2026-07-21T09:51:41.173836Z", + "iopub.status.idle": "2026-07-21T09:51:41.178490Z", + "shell.execute_reply": "2026-07-21T09:51:41.178103Z" + } + }, + "outputs": [], + "source": [ + "DATA_DIR = Path(os.environ.get(\"ZEA_INVERSE_DATA_DIR\", \"~/zea-inverse-data\")).expanduser()\n", + "DATA_DIR.mkdir(parents=True, exist_ok=True)\n", + "\n", + "SCAN_PATH = DATA_DIR / \"L11-5v_carotid1.hdf5\"\n", + "SCAN_URL = \"https://zenodo.org/records/14925758/files/L11-5v_carotid1.hdf5?download=1\"\n", + "\n", + "if run_inversion and not SCAN_PATH.exists():\n", + " print(f\"downloading {SCAN_PATH.name} (411 MB) ...\")\n", + " urllib.request.urlretrieve(SCAN_URL, SCAN_PATH)\n", + " print(f\" -> {SCAN_PATH} ({SCAN_PATH.stat().st_size / 1e6:.0f} MB)\")" + ] + }, + { + "cell_type": "markdown", + "id": "14c6f32d", + "metadata": {}, + "source": [ + "## Loading a scan for inversion\n", + "\n", + "We load the acquisition into [`zea.Parameters`](../../parameters_doc.rst) with a few\n", + "overrides that match the conventions of the original study:\n", + "\n", + "- **`t_peak`**: the original beamformer used the two-way waveform's time-to-peak,\n", + " *doubled* (a jaxus convention). We override `t_peak` accordingly so the delay model\n", + " matches exactly.\n", + "- **`element_width`**: these legacy files store the element width under `scan/`, which\n", + " the legacy loader drops — we read it directly and pass it as an override (it drives\n", + " the element directivity model in the simulator).\n", + "- **grid**: a 0.6-wavelength pixel grid over the imaging region, and a receive\n", + " f-number of 1.5 (the original configuration)." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "fbe48a53", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T09:51:41.179692Z", + "iopub.status.busy": "2026-07-21T09:51:41.179582Z", + "iopub.status.idle": "2026-07-21T09:51:41.185827Z", + "shell.execute_reply": "2026-07-21T09:51:41.185328Z" + } + }, + "outputs": [], + "source": [ + "def load_scan(path, region, pixels_per_wavelength=1 / 0.6, f_number=1.5, frame=0):\n", + " \"\"\"Load a scan and its raw RF data with the original study's conventions.\"\"\"\n", + " with h5py.File(path, \"r\") as h:\n", + " element_width = float(h[\"scan/element_width\"][()])\n", + " with zea.File(path) as file:\n", + " parameters = file.load_parameters()\n", + " raw_data = np.asarray(file[\"data/raw_data\"][frame, ..., 0], dtype=np.float32)\n", + "\n", + " # t_peak: two-way waveform peak time, doubled (jaxus/original-study convention)\n", + " waveform = np.asarray(parameters.waveforms_two_way[0])\n", + " t_peak = np.full(parameters.n_tx, 2.0 * np.argmax(waveform) / 250e6, dtype=np.float32)\n", + "\n", + " # 0.6-wavelength pixel grid over the requested region\n", + " spacing = parameters.sound_speed / float(np.mean(parameters.center_frequency))\n", + " spacing = spacing / pixels_per_wavelength\n", + " grid_size_x = int((region[1] - region[0]) / spacing) + 1\n", + " grid_size_z = int((region[3] - region[2]) / spacing) + 1\n", + "\n", + " with zea.File(path) as file:\n", + " parameters = file.load_parameters(\n", + " t_peak=t_peak,\n", + " element_width=element_width,\n", + " f_number=f_number,\n", + " xlims=(region[0], region[1]),\n", + " zlims=(region[2], region[3]),\n", + " grid_size_x=grid_size_x,\n", + " grid_size_z=grid_size_z,\n", + " )\n", + " print(\n", + " f\"{Path(path).name}: n_tx={parameters.n_tx} n_el={parameters.n_el} \"\n", + " f\"n_ax={parameters.n_ax} grid=({grid_size_z}, {grid_size_x})\"\n", + " )\n", + " return parameters, raw_data\n", + "\n", + "\n", + "def correlation(a, b):\n", + " \"\"\"Absolute normalized correlation between two arrays.\"\"\"\n", + " a = np.asarray(ops.convert_to_numpy(a)).ravel()\n", + " b = np.asarray(ops.convert_to_numpy(b)).ravel()\n", + " a, b = a - a.mean(), b - b.mean()\n", + " return abs(np.vdot(a, b)) / (np.linalg.norm(a) * np.linalg.norm(b) + 1e-30)\n", + "\n", + "\n", + "def report(label, result, raw_data, image, reference):\n", + " \"\"\"Print pre/post-beamforming correlations next to the reference values.\"\"\"\n", + " pre = correlation(result.channel_data, raw_data)\n", + " post = correlation(result.image, image)\n", + " print(\n", + " f\"{label:28s} pre-BF corr {pre:.3f} (reference {reference[0]:.3f}) \"\n", + " f\"post-BF corr {post:.3f} (reference {reference[1]:.3f})\"\n", + " )\n", + " return pre, post" + ] + }, + { + "cell_type": "markdown", + "id": "c792b58a", + "metadata": {}, + "source": [ + "## Rendering helpers\n", + "\n", + "`show_images` compares the measured image with the re-beamformed reconstruction\n", + "(log-compressed `|RF|`, as in the original study). `render_prebf_gif` animates the\n", + "recovered pre-beamformed channel data across transmits next to the recorded ground\n", + "truth — this is the quantity being recovered, which the inversion never observes." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c0652134", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T09:51:41.186891Z", + "iopub.status.busy": "2026-07-21T09:51:41.186786Z", + "iopub.status.idle": "2026-07-21T09:51:41.192209Z", + "shell.execute_reply": "2026-07-21T09:51:41.191856Z" + } + }, + "outputs": [], + "source": [ + "def to_db(image_2d):\n", + " magnitude = np.abs(image_2d)\n", + " return 20 * np.log10(magnitude / (magnitude.max() + 1e-12) + 1e-6)\n", + "\n", + "\n", + "def show_images(operator, image, result, region, scatterers=None, title=\"\"):\n", + " extent = [region[0] * 1e3, region[1] * 1e3, region[3] * 1e3, region[2] * 1e3]\n", + " fig, axes = plt.subplots(1, 2, figsize=(10, 4.5))\n", + " panels = [(image, \"measured image\"), (result.image, \"re-beamformed reconstruction\")]\n", + " for ax, (flat, label) in zip(axes, panels):\n", + " ax.imshow(\n", + " to_db(ops.convert_to_numpy(operator.to_grid(flat))),\n", + " cmap=\"gray\",\n", + " vmin=-50,\n", + " vmax=0,\n", + " extent=extent,\n", + " aspect=\"equal\",\n", + " )\n", + " if scatterers is not None:\n", + " ax.scatter(\n", + " scatterers[:, 0] * 1e3,\n", + " scatterers[:, 2] * 1e3,\n", + " s=16,\n", + " facecolors=\"none\",\n", + " edgecolors=\"r\",\n", + " linewidths=0.8,\n", + " )\n", + " ax.set(title=label, xlabel=\"x [mm]\", ylabel=\"z [mm]\")\n", + " fig.suptitle(title)\n", + " plt.tight_layout()\n", + " plt.show()\n", + "\n", + "\n", + "def render_prebf_gif(filename, channel_data_true, channel_data_recon, transmits, fps=10):\n", + " \"\"\"Animate ground-truth vs recovered channel data across transmits.\"\"\"\n", + " gt = np.asarray(ops.convert_to_numpy(channel_data_true))\n", + " recon = np.asarray(ops.convert_to_numpy(channel_data_recon))\n", + " fig, axes = plt.subplots(1, 2, figsize=(7, 4.5))\n", + "\n", + " def draw(tx):\n", + " for ax in axes:\n", + " ax.clear()\n", + " for ax, cube, label in zip(axes, [gt, recon], [\"recorded pre-BF\", \"recovered pre-BF\"]):\n", + " ax.imshow(\n", + " np.abs(cube[tx]),\n", + " aspect=\"auto\",\n", + " cmap=\"viridis\",\n", + " vmax=np.percentile(np.abs(cube[tx]), 99.5) + 1e-12,\n", + " )\n", + " ax.set(title=label, xlabel=\"element\", ylabel=\"sample\")\n", + " tx_corr = correlation(recon[tx], gt[tx])\n", + " fig.suptitle(f\"transmit {tx + 1}/{gt.shape[0]} corr {tx_corr:.3f}\")\n", + " fig.tight_layout()\n", + "\n", + " animation = FuncAnimation(fig, draw, frames=list(transmits), interval=1000 / fps)\n", + " animation.save(filename, writer=PillowWriter(fps=fps))\n", + " plt.close(fig)\n", + " print(f\"saved {filename} ({Path(filename).stat().st_size / 1e6:.1f} MB)\")" + ] + }, + { + "cell_type": "markdown", + "id": "0e3ba3a5", + "metadata": {}, + "source": [ + "## Scatterer-prior inversion\n", + "\n", + "We beamform the recorded channel data once to get the *measured image* — from here on,\n", + "the inversion sees only that image. 30,000 scatterers are seeded from the image\n", + "envelope and their magnitudes solved with CGLS." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "6faa44c2", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T09:51:41.193384Z", + "iopub.status.busy": "2026-07-21T09:51:41.193276Z", + "iopub.status.idle": "2026-07-21T10:35:19.613625Z", + "shell.execute_reply": "2026-07-21T10:35:19.612916Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m This ``zea.File`` '/nfs/scistore20/bronsgrp/svedula/das-inversion/data/L11-5v_carotid1.hdf5' was created with a legacy version of zea (<0.1.0), while you are using zea v0.1.2. It may behave in unexpected ways. Install an earlier version of zea<0.1.0 for full compatibility or re-save the file with zea v0.1.0 or later (e.g. via File.create).\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_one_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m The waveforms_two_way parameter is stored as a dictionary in the file. Converting to array. This will be deprecated in future versions of zea. Please update your files to store waveforms as arrays of shape `(n_tx, n_samples)`.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "L11-5v_carotid1.hdf5: n_tx=149 n_el=128 n_ax=2688 grid=(305, 297)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m width/grid_size_x = 0.0001212 > wavelength/2 = 0.0001013. Consider increasing grid_size_x to 356 or more, or unsetting it to size the grid automatically.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\u001b[38;5;36mzea\u001b[0m\u001b[0m: \u001b[38;5;214mWARNING\u001b[0m depth/grid_size_z = 0.0001213 > wavelength/2 = 0.0001013. Consider increasing grid_size_z to 366 or more, or unsetting it to size the grid automatically.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "scatterer-prior inversion: 2608s\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "carotid scatterer prior (30k) pre-BF corr 0.059 (reference 0.057) post-BF corr 0.942 (reference 0.946)\n" + ] + } + ], + "source": [ + "REGION_CAROTID = (-0.018, 0.018, 0.003, 0.04)\n", + "\n", + "if run_inversion:\n", + " parameters, raw_data = load_scan(SCAN_PATH, REGION_CAROTID)\n", + " operator = DASOperator(parameters)\n", + " image = operator.forward(raw_data)\n", + "\n", + " start = time.time()\n", + " simulator = ScattererSimulator(parameters, chunk_size=4096)\n", + " result_carotid = invert_scatterers(\n", + " operator,\n", + " image,\n", + " n_scatterers=n_scatterers,\n", + " n_iter=n_iter,\n", + " seed=0,\n", + " simulator=simulator,\n", + " )\n", + " print(f\"scatterer-prior inversion: {time.time() - start:.0f}s\")\n", + " report(\"carotid scatterer prior (30k)\", result_carotid, raw_data, image, (0.057, 0.946))" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "ec1206db", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-21T10:35:19.615294Z", + "iopub.status.busy": "2026-07-21T10:35:19.615152Z", + "iopub.status.idle": "2026-07-21T10:35:32.345005Z", + "shell.execute_reply": "2026-07-21T10:35:32.344405Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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        " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "saved inverse_beamforming_carotid_prebf.gif (4.1 MB)\n" + ] + } + ], + "source": [ + "if run_inversion:\n", + " show_images(operator, image, result_carotid, REGION_CAROTID, title=\"carotid — scatterer prior\")\n", + " render_prebf_gif(\n", + " \"inverse_beamforming_carotid_prebf.gif\",\n", + " raw_data,\n", + " result_carotid.channel_data,\n", + " transmits=range(0, parameters.n_tx, 4), # subsample transmits to keep the GIF small\n", + " fps=10,\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "ebd495c8", + "metadata": {}, + "source": [ + "![carotid pre-beamformed channel data: recorded vs recovered](inverse_beamforming_carotid_prebf.gif)\n", + "\n", + "## Takeaways\n", + "\n", + "- The inversion reproduces the reference result of the\n", + " [original study](https://github.com/sankethvedula/das-inverse).\n", + "- The re-beamformed image matches the measured image well (post-BF corr ≈0.95), yet the\n", + " channel data itself stays unrecoverable (pre-BF corr ≈0.06): in-vivo **speckle** lives\n", + " almost entirely in the nullspace of the compounded DAS operator.\n", + "- This ceiling is fundamental, not a tuning issue — the image simply does not carry the\n", + " channel-data micro-realization. Bright point targets are a different story: see the\n", + " [CIRS phantom tutorial](inverse_beamforming_cirs_example.ipynb)." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.8" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/source/notebooks/inversion/inverse_beamforming_carotid_prebf.gif b/docs/source/notebooks/inversion/inverse_beamforming_carotid_prebf.gif new file mode 100644 index 0000000000000000000000000000000000000000..61c9e068f306ae46c12b4812742e49efeb6ebea9 GIT binary patch literal 4130493 zcmW)ncT^M4*T&Nb>4aXSgx)bU>5zmFx&}d|3kcFRDqjUeO`(Gjno>0s6_pYZkftV~ zg`!481x3XU3W|yfi00+@p7Yt~?3w*%cjwOR%yaL$ds1xeA_qVMU=9Ev7K=AGH`mwK 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