Jun 20, 2022 · Finite element de Rham complexes and finite element Stokes complexes with various smoothness in three dimensions are systematically constructed.
Jun 7, 2023 · Smooth scalar finite elements in three dimen- sions are derived through a non-overlapping decomposition of the simplicial lattice.
All issues : 1943 – Present. Finite element de Rham and Stokes complexes in three dimensions. HTML articles powered by AMS MathViewer. by Long Chen and Xuehai ...
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Jul 4, 2024 · Finite element de Rham complexes and finite element Stokes complexes with various smoothness in three dimensions are systematically constructed.
We construct smooth finite element de Rham complexes in two space dimensions. This leads to three families of curl-curl-conforming finite elements, two of which ...
Nov 16, 2022 · This paper extends their approach to three-dimensional finite element complexes. The finite element Hessian, elasticity, and divdiv complexes ...
Missing: Stokes | Show results with:Stokes
Mar 10, 2023 · Two nonconforming finite element Stokes complexes starting from the conforming Lagrange element and ending with the nonconforming P 1 -P 0 element for the ...
Finite element de Rham and Stokes complexes in three dimensions. https://doi.org/10.1090/mcom/3859. Journal: Mathematics of Computation, 2023, № 345, p. 55 ...
Finite element de Rham complexes and finite element Stokes complexes with varying degrees of smoothness in three dimensions are systematically constructed in ...
applications: diffusion, Maxwell, MHD, Stokes (discontinuous velocity), etc. FE: Lagrange, Nédélec (1st & 2nd), Raviart-Thomas, Brezzi-Douglas-Marini etc.