@@ -124,7 +124,7 @@ def test_interpolate_vector_valued():
124124 J = assemble (inner (f , g )* u ** 2 * dx )
125125 rf = ReducedFunctional (J , Control (f ))
126126
127- h = Function (V1 ).assign (1 )
127+ h = Function (V1 ).assign (1. )
128128 assert taylor_test (rf , f , h ) > 1.9
129129
130130
@@ -144,7 +144,7 @@ def test_interpolate_tlm():
144144 J = assemble (inner (f , g )* u ** 2 * dx )
145145 rf = ReducedFunctional (J , Control (f ))
146146
147- h = Function (V1 ).assign (1 )
147+ h = Function (V1 ).assign (1. )
148148 f .block_variable .tlm_value = h
149149
150150 tape = get_working_tape ()
@@ -259,7 +259,7 @@ def test_interpolate_to_function_space_cross_mesh():
259259 mesh_src = UnitSquareMesh (2 , 2 )
260260 mesh_dest = UnitSquareMesh (3 , 3 , quadrilateral = True )
261261 V = FunctionSpace (mesh_src , "CG" , 1 )
262- W = FunctionSpace (mesh_dest , "DG " , 1 )
262+ W = FunctionSpace (mesh_dest , "DQ " , 1 )
263263 R = FunctionSpace (mesh_src , "R" , 0 )
264264 u = Function (V )
265265
@@ -290,7 +290,7 @@ def test_interpolate_hessian_linear_expr(rg):
290290 # space h and perterbation direction g.
291291 W = FunctionSpace (mesh , "Lagrange" , 2 )
292292 R = FunctionSpace (mesh , "R" , 0 )
293- f = Function (W ).assign (5 )
293+ f = Function (W ).assign (5. )
294294 # Note that we interpolate from a linear expression
295295 expr_interped = Function (V ).interpolate (2 * f )
296296
@@ -345,7 +345,7 @@ def test_interpolate_hessian_nonlinear_expr(rg):
345345 # space h and perterbation direction g.
346346 W = FunctionSpace (mesh , "Lagrange" , 2 )
347347 R = FunctionSpace (mesh , "R" , 0 )
348- f = Function (W ).assign (5 )
348+ f = Function (W ).assign (5. )
349349 # Note that we interpolate from a nonlinear expression
350350 expr_interped = Function (V ).interpolate (f ** 2 )
351351
@@ -400,8 +400,8 @@ def test_interpolate_hessian_nonlinear_expr_multi(rg):
400400 # space h and perterbation direction g.
401401 W = FunctionSpace (mesh , "Lagrange" , 2 )
402402 R = FunctionSpace (mesh , "R" , 0 )
403- f = Function (W ).assign (5 )
404- w = Function (W ).assign (4 )
403+ f = Function (W ).assign (5. )
404+ w = Function (W ).assign (4. )
405405 c = Function (R , val = 2.0 )
406406 # Note that we interpolate from a nonlinear expression with 3 coefficients
407407 expr_interped = Function (V ).interpolate (f ** 2 + w ** 2 + c ** 2 )
@@ -460,8 +460,8 @@ def test_interpolate_hessian_nonlinear_expr_multi_cross_mesh(rg):
460460 mesh_src = UnitSquareMesh (11 , 11 )
461461 R_src = FunctionSpace (mesh_src , "R" , 0 )
462462 W = FunctionSpace (mesh_src , "Lagrange" , 2 )
463- f = Function (W ).assign (5 )
464- w = Function (W ).assign (4 )
463+ f = Function (W ).assign (5. )
464+ w = Function (W ).assign (4. )
465465 c = Function (R_src , val = 2.0 )
466466 # Note that we interpolate from a nonlinear expression with 3 coefficients
467467 expr_interped = Function (V ).interpolate (f ** 2 + w ** 2 + c ** 2 )
@@ -1035,8 +1035,9 @@ def u_analytical(x, a, b):
10351035 tape = get_working_tape ()
10361036 # Check the checkpointed boundary conditions are not updating the
10371037 # user-defined boundary conditions ``bc_left`` and ``bc_right``.
1038- assert isinstance (tape ._blocks [0 ], DirichletBCBlock ) and \
1039- tape ._blocks [0 ]._outputs [0 ].checkpoint .checkpoint is not bc_left ._original_arg
1038+ assert isinstance (tape ._blocks [0 ], DirichletBCBlock )
1039+ assert tape ._blocks [0 ]._outputs [0 ].checkpoint .checkpoint is not bc_left ._original_arg
1040+
10401041 # tape._blocks[1] is the DirichletBC block for the right boundary
1041- assert isinstance (tape ._blocks [1 ], DirichletBCBlock ) and \
1042- tape ._blocks [1 ]._outputs [0 ].checkpoint .checkpoint is not bc_right ._original_arg
1042+ assert isinstance (tape ._blocks [1 ], DirichletBCBlock )
1043+ assert tape ._blocks [1 ]._outputs [0 ].checkpoint .checkpoint is not bc_right ._original_arg
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