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pdnmesh − A 2D finite element mesh generator and solver |
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pdnmesh [options] [−i input file] |
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pdnmesh is a 2D finite element problem solver. It generates the Delaunay triangulation of an input point set and afterwards, it will solve the problem. Apart from the points, the set of edges and the boundaries should be specified in the input file. This is a beta release. Most of the options can now be changed using the GUI. So do not expect the command line options to work properly. Please report bugs to pdnmesh−bugs@lists.sourceforge.net. |
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The program can generate Encapsulated Postscript files of the mesh, contours of potential and gradient and ASCII files of the mesh. In text only mode, by default it will generate the mesh and contour files. If a display is available, the program can also display its results on the screen. It can display the equipotential contours as well as the gradient. |
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pdnmesh accepts the following options: |
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−h, −? |
Print help. |
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−V |
Print the currently installed version of pdnmesh on the standard output. |
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−s |
Uses the sparse matrix solver instead of the full matrix solver (for Poisson Equation only). |
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−a VALUE |
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Sets the minimum area of a triangle to be split to VALUE The area is taken with respect to local coordinates, NOT the input coordinates. The local coordinate system is enclosed in a 2 by 2 square centered at origin. |
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−A VALUE |
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Sets the maximum area of a triangle to be split to VALUE The area is taken with respect to local coordinates, NOT the input coordinates. The local coordinate system is enclosed in a 2 by 2 square centered at origin. |
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−c VALUE |
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Sets the number of contour lines drawn to VALUE an integer. |
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−i FILE |
Reads the input file given by FILE which should be in the correct format given by pdnmesh_input(5). |
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−d (contour|grad|fill) |
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By default displays either the contour plot, gradient plot or colour fill. |
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−e (poisson|helmholtz|helmin|helmk|helmbeta) |
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Selects the solver to use. |
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poisson : Poisson Equation. helmholtz : Homogeneous Helmholtz Equation. helmin : Inhomogeneous Helmholtz Equation (using edge elements). helmk : Find cutoff frequency given propagation constant. helmbeta : Find propagation constant given cutoff frequency. |