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That is, the fully discrete expanded mixed finite element scheme is conservative locally.
A mixed triangle finite element scheme is constructed to get a discrete solution.
In Section 2, we revisit the characteristics-mixed finite element scheme.
A full-discrete finite element scheme to approximate the unique weak solution is designed.
Numerical examples for the anisotropic case are presented, using a finite element scheme.
A finite element scheme is presented to obtain numerical solutions with high accuracy.
A finite element scheme is used to solve the Navier-Stokes system directly.
The truncated condition is incorporated in a finite element scheme to solve the problem in Ω.
A finite element scheme is devised for the solution of nonlinear time-dependent exterior wave problems.
A variational multiscale stabilized finite element scheme is presented for the solution of moist atmospheric flows.
To investigate the static behavior of the mesoflap system, a loosely coupled aeroelastic finite element scheme was developed.
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