Real x extruded fixes

firedrake/functionspace.py

@@ -31,7 +31,8 @@ def make_scalar_element(mesh, family, degree, vfamily, vdegree, variant, quad_sc
     family :
         The finite element family.
     degree :
-        The degree of the finite element.
+        The degree of the finite element. If unspecified this will default
+        to the lowest degree available for the given family.
     vfamily :
         The finite element in the vertical dimension (extruded meshes
         only).
@@ -86,7 +87,8 @@ def FunctionSpace(mesh, family, degree=None, name=None,
     family :
         The finite element family.
     degree :
-        The degree of the finite element.
+        The degree of the finite element. If unspecified this will default
+        to the lowest degree available for the given family.
     name:
         An optional name for the function space.
     vfamily :
@@ -125,7 +127,8 @@ def DualSpace(mesh, family, degree=None, name=None,
     family :
         The finite element family.
     degree :
-        The degree of the finite element.
+        The degree of the finite element. If unspecified this will default
+        to the lowest degree available for the given family.
     name :
         An optional name for the function space.
     vfamily:
@@ -164,7 +167,8 @@ def VectorFunctionSpace(mesh, family, degree=None, dim=None, name=None,
     family :
         The finite element family.
     degree :
-        The degree of the finite element.
+        The degree of the finite element. If unspecified this will default
+        to the lowest degree available for the given family.
     dim :
         An optional number of degrees of freedom per function space
         node (defaults to the geometric dimension of the mesh).
@@ -216,7 +220,8 @@ def TensorFunctionSpace(mesh, family, degree=None, shape=None,
     family :
         The finite element family.
     degree :
-        The degree of the finite element.
+        The degree of the finite element. If unspecified this will default
+        to the lowest degree available for the given family.
     shape :
         An optional shape for the tensor-valued degrees of freedom at
         each function space node (defaults to a square tensor using the

tests/firedrake/vertexonly/test_interpolation_from_parent.py

@@ -310,11 +310,6 @@ def test_scalar_real_interpolation(parentmesh, vertexcoords):
     vm = VertexOnlyMesh(parentmesh, vertexcoords, missing_points_behaviour="ignore")
     W = FunctionSpace(vm, "DG", 0)
     V = FunctionSpace(parentmesh, "Real", 0)
-    # Remove below when interpolating constant onto Real works for extruded
-    if type(parentmesh.topology) is mesh.ExtrudedMeshTopology:
-        with pytest.raises(ValueError):
-            assemble(interpolate(Constant(1), V))
-        return
     v = assemble(interpolate(Constant(1), V))
     w_v = assemble(interpolate(v, W))
     assert np.allclose(w_v.dat.data_ro, 1.)

tests/firedrake/vertexonly/test_vertex_only_fs.py

@@ -194,7 +194,7 @@ def vectorfunctionspace_tests(vm):
     # num_vertices (globally) times. Note that we get a vertex cell for
     # each geometric dimension so we have to sum over geometric
     # dimension too.
-    R = VectorFunctionSpace(vm, "R", dim=gdim)
+    R = VectorFunctionSpace(vm, "R", 0, dim=gdim)
     ones = Function(R).assign(1)
     f.interpolate(ones)
     assert np.isclose(assemble(inner(f, f)*dx), num_cells_mpi_global*gdim)

tsfc/fem.py

@@ -743,11 +743,6 @@ def translate_constant_value(terminal, mt, ctx):
 def translate_coefficient(terminal, mt, ctx):
     domain = extract_unique_domain(terminal)
     vec = ctx.coefficient(terminal, mt.restriction)
-
-    if terminal.ufl_element().family() == 'Real':
-        assert mt.local_derivatives == 0
-        return vec
-
     element = ctx.create_element(terminal.ufl_element(), restriction=mt.restriction)
 
     # Collect FInAT tabulation for all entities

tsfc/kernel_interface/common.py

@@ -58,9 +58,7 @@ def coefficient(self, ufl_coefficient, restriction):
         kernel_arg = self.coefficient_map[ufl_coefficient]
         domain = extract_unique_domain(ufl_coefficient)
         assert self._domain_integral_type_map[domain] is not None
-        if ufl_coefficient.ufl_element().family() == 'Real':
-            return kernel_arg
-        elif not self._domain_integral_type_map[domain].startswith("interior_facet"):
+        if not self._domain_integral_type_map[domain].startswith("interior_facet"):
             return kernel_arg
         else:
             return kernel_arg[{'+': 0, '-': 1}[restriction]]
@@ -495,12 +493,6 @@ def prepare_coefficient(coefficient, name, domain_integral_type_map):
         GEM expression referring to the Coefficient values.
 
     """
-    if coefficient.ufl_element().family() == 'Real':
-        # Constant
-        value_size = coefficient.ufl_function_space().value_size
-        expression = gem.reshape(gem.Variable(name, (value_size,)),
-                                 coefficient.ufl_shape)
-        return expression
     finat_element = create_element(coefficient.ufl_element())
     shape = finat_element.index_shape
     size = numpy.prod(shape, dtype=int)