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A Dual–Mixed Finite Element Method for the Brinkman Problem
Jason S. Howell, Michael Neilan, Noel J. Walkington
Source abstract
A mixed variational formulation of the Brinkman problem is presented which is uniformly well–posed for degenerate (vanishing) coefficients under the hypothesis that a generalized Poincaré inequality holds. The construction of finite element schemes which inherit this property is then considered.
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