mesh2d_test


mesh2d_test, a MATLAB code which calls mesh2d(), which generates unstructured meshes in 2D.

Licensing:

Copyright (c) 2009, Darren Engwirda
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Related Data and Programs:

mesh2d, a MATLAB code which generates unstructured meshes in 2D, by Darren Engwirda.

Source Code:

AIRFOIL_EXTERIOR_test draws a mesh around the outside of an airfoil. The mesh uses 621 nodes and 1015 elements.

AIRFOIL_INTERIOR_test draws a mesh inside an airfoil. The mesh uses 246 nodes and 369 elements.

BAFFLE_test considers a rectangular region containing 13 hexagonal baffles or obstacles. The mesh uses 512 nodes and 874 elements.

CIRCLE_test considers a circular region with the interior and exterior boundaries each defined by 16 vertices.

CIRCLES_test considers a circular region with an off-center hole, with the interior and exterior boundaries each defined by 16 vertices.

ELL_test demonstrates features of MESH2D for the L-shaped region.

ICAM_test demonstrates features of MESH2D for the first floor of the Wright House.

OBSTACLE_test demonstrates features of MESH2D for a channel with a square obstacle.

RECTANGLE_MINUS_CIRCLE_test considers a region of a rectangle minus circular region with the interior and exterior boundaries each defined by 16 vertices.

REFINE_test demonstrates how the refinement feature of MESH2D can be controlled with a mask, which specifies that only certain triangles should be refined, rather than all of them. The masked triangles are split into 4 subtriangles. Triangles immediately neighboring such triangles will be split in half. Remaining triangles will be untouched.

square_border_test demonstrates how a constrained mesh can be created using MESHFACES. In this case, we have a square in a square. We want to mesh the two resulting regions in such a way that they share the nodes along the common edges.

TWO_FOCI_test shows how a mesh density function can be created which enforces a small mesh near either of two foci, while smoothly enlarging as it moves away from them.


Last revised on 17 February 2019.