triangulate0.2d

Triangulation by Delaunayn algorithm. Automatically generates a triangular mesh for a geometry containing nodal points.

Finite element modeling of beam structures and 2D geometries using constant strain triangles. Applies material properties and boundary conditions (load and constraint) to generate a finite element model. The model produces stress, strain, and nodal displacements; a heat map is available to demonstrate regions where output variables are high or low.  Also provides options for creating a triangular mesh of 2D geometries. Package developed with reference to: Bathe, K. J. (1996). Finite Element Procedures.[ISBN 978-0-9790049-5-7] -- Seshu, P. (2012). Textbook of Finite Element Analysis. [ISBN-978-81-203-2315-5] -- Mustapha, K. B. (2018). Finite Element Computations in Mechanics with R. [ISBN 9781315144474].

Henna Bhramdat

Finite Element Modeling for R

triangulate0.2d function

<dl><dt>u0</dt>
<dd>Matrix (2 x n) of node coordinates within the geometry.</dd>
<dt>edge</dt>
<dd>Matrix (2 x n) of coordinate points on the perimeter of the geometry.</dd></dl>

Arguments

triangulate0.2d — triangulate0.2d

<dl>

<dt>u0</dt>
<dd>Matrix (2 x n) of node coordinates within the geometry.</dd>


<dt>edge</dt>
<dd>Matrix (2 x n) of coordinate points on the perimeter of the geometry.</dd>

</dl>

triangulate0.2d: triangulate0.2d

Description

Usage

Value

Arguments

Examples