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A virtual element formulation for general element shapes
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DOI：10.1007/s00466-020-01891-5.png)
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Abstract
En 中文
The virtual element method is a lively field of research, in which considerable progress has been made during the last decade and applied to many problems in physics and engineering. The method allows ansatz function of arbitrary polynomial degree. However, one of the prerequisite of the formulation is that the element edges have to bestraight. In the literature there are several new formulations that introduce curved element edges. These virtual elements allow for specific geometrical forms of the course of the curve at the edges. In this contribution a new methodology is proposed that allows to use general mappings for virtual elements which can model arbitrary geometries.
Keywords:
Virtual element method
Stabilization
Bezier splines
Isoparametric maps
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