We present a HDG method for linear elasticity on general polyhedral meshes,based on a strong symmetric stress formulation.The key feature of this method is
The design of mixed finite element methods in linear elasticity with symmetric stress approximations has been a longstanding open problem.In this talk,we pr
Model reduction is a key component in a data-driven and/or decision-driven,integrated reservoir modeling and simulation workflow for reliable reservoir perf
The Multiscale Finite Element Method(MsFEM)is a Finite Element type approach for multiscale PDEs,where the basis functions used to generate the approximatio
We present a numerical homogenization method for the Helmholtz Equation using the FE-HMM framework.We first consider composite materials where the wave spee