New HDG methods for poroelastic waves achieve strongly symmetric stress approximation, robust convergence for nearly incompressible materials, and optimal rates with error analysis for semidiscrete and Crank-Nicolson schemes.
S´ anchez, Shukai Du, Bernardo Cockburn, Ngoc-Cuong Nguyen, and Jaime Peraire, Symplectic Hamiltonian finite element methods for electromagnetics, Comput
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Hybridizable discontinuous Galerkin methods for poroelastic wave propagation with symmetric stress approximation
New HDG methods for poroelastic waves achieve strongly symmetric stress approximation, robust convergence for nearly incompressible materials, and optimal rates with error analysis for semidiscrete and Crank-Nicolson schemes.