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Unlike other high-order methods the new method uses standard finite volume meshes consisting of arbitrary triangulizations.
This paper examines the use of meshes consisting of constant strain elements created from polygons having differing numbers of element nodes.
Efficient solutions are devised for meshes consisting of simplexes, parallelograms and parallelepipeds, and orthogonal locally refined elements as those used in the AMR methodology.
A simple algorithm is devised to discretize samples into meshes consisting of semi-analytical scaled boundary finite element (SBFE) polygons only.
This paper investigates the lowest-order weak Galerkin finite element method for solving the Darcy equation on quadrilateral and hybrid meshes consisting of quadrilaterals and triangles.
This research presents a novel technique to evaluate the finite element basis functions and the first attempt for constructing the GPDE subdivision surface with hybrid control meshes consisting of triangles and quadrilaterals.
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The process of creating meshes consists of preparing all necessary mesh data that is, vertices, faces, and so on.
The quad/triangular subdivision, whose control net and refined meshes consist of both quads and triangles, provides better visual quality of subdivision surfaces.
On average, the final meshes consisted of 110,000 elements and 155,000 nodes for four finite-element models.
The motorcycle graph algorithm of Eppstein et al. produces the motorcycle graph of a given quadrilateral mesh consisting of quadrilateral segments.
As is common in front-tracking methods, the vortex sheet is described by a moving, unstructured mesh consisting of points connected by triangular elements.
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