This paper presents a numerical method to obtain high order of convergence for electrostatic problems solved on general polyhedral meshes. The method is based on high-order local reconstructions of differential operators from face and cell degrees of freedom.
An Arbitrary-Order Discontinuous Skeletal Method for Solving Electrostatics on General Polyhedral Meshes
Di Pietro, Daniele Antonio;SPECOGNA, Ruben;TREVISAN, Francesco
2017-01-01
Abstract
This paper presents a numerical method to obtain high order of convergence for electrostatic problems solved on general polyhedral meshes. The method is based on high-order local reconstructions of differential operators from face and cell degrees of freedom.File in questo prodotto:
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