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Evaluating gridfunction at element vertices
5 years 9 months ago #1442
by armandyam
Evaluating gridfunction at element vertices was created by armandyam
Hi,
I am trying the adaptive.py example from the tutorials and I tried to evaluate the gridfunction at all the element vertices and for some vertices I get the following error
"WARNING: MeshPoint not in mesh, can't convert to BaseMappedIntegrationPoint!"
and subsequently the error:
TypeError: __call__(): incompatible function arguments. The following argument types are supported:
1. (self: ngsolve.fem.CoefficientFunction, mip: ngsolve.fem.BaseMappedIntegrationPoint) -> object
2. (self: ngsolve.fem.CoefficientFunction, arg0: numpy.ndarray[ngsolve.fem.MeshPoint]) -> array
Invoked with: <ngsolve.comp.GridFunction object at 0x114d0b360>, <ngsolve.fem.MeshPoint object at 0x114d10bc8>
but I am quite certain that point is definitely on the mesh as it is one of the vertices used to define the geometry.
I am not entirely sure why this is happening. I basically call
mip = mesh(x, y)
val= gfu(mip)
where x,y are the coordinates of the vertices. I even tried to print with large number of significant digits and it seems to be correct.
Thanks for the help!
I am trying the adaptive.py example from the tutorials and I tried to evaluate the gridfunction at all the element vertices and for some vertices I get the following error
"WARNING: MeshPoint not in mesh, can't convert to BaseMappedIntegrationPoint!"
and subsequently the error:
TypeError: __call__(): incompatible function arguments. The following argument types are supported:
1. (self: ngsolve.fem.CoefficientFunction, mip: ngsolve.fem.BaseMappedIntegrationPoint) -> object
2. (self: ngsolve.fem.CoefficientFunction, arg0: numpy.ndarray[ngsolve.fem.MeshPoint]) -> array
Invoked with: <ngsolve.comp.GridFunction object at 0x114d0b360>, <ngsolve.fem.MeshPoint object at 0x114d10bc8>
but I am quite certain that point is definitely on the mesh as it is one of the vertices used to define the geometry.
I am not entirely sure why this is happening. I basically call
mip = mesh(x, y)
val= gfu(mip)
where x,y are the coordinates of the vertices. I even tried to print with large number of significant digits and it seems to be correct.
Thanks for the help!
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