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Currently, we compute J at interpolation points. This is exact when J is a low enough degree polynomial, but in general it is degree d(N-2) in d dimensions so this approximation may not be exact on curved isoparametric meshes.
This probably isn't a big issue now, but if exactness of the global quadrature wJq is needed, this can be problematic.
The text was updated successfully, but these errors were encountered:
jlchan
changed the title
Inexact Jacobian computations on curved meshes
Jacobian computations are inexact on curved meshes
May 7, 2024
Currently, we compute
J
at interpolation points. This is exact whenJ
is a low enough degree polynomial, but in general it is degreed(N-2)
ind
dimensions so this approximation may not be exact on curved isoparametric meshes.This probably isn't a big issue now, but if exactness of the global quadrature
wJq
is needed, this can be problematic.The text was updated successfully, but these errors were encountered: