Numerical solution of poroelasticity problems discretized in space by Courant elements for solid,Raviart-Thomas elements for fluid velocities and piecewise
This article is devoted to computing the eigenvalue and its lower bounds of the Laplace eigenvalue problem by a weak Galerkin(WG)finite element methods.
In numerical analysis,perturbation theory has earned their fame as primarily theoretical contributions,but nonetheless their role in practical computations
T-splines are a generalization of the classical tensor-product Bsplines based on meshes(called T-meshes)which allow T-junctions,that is vertices which are e
Isogeometric analysis provides smooth shape functions on a tensor product domain.However,on a multipatch geometry it is not trivial to construct optimally-a