This example uses the laplace equation to calculate the temperature distribution inside a plate using FEM. This is the same problem as 3141, except both Xi directions have been refined once. Bilinear bases functions are used for the elements.
#Example_3142 Steady state temperature distribution in a plate (see example_3141). #This example is used to test the convergence of the Laplace or Poisson equation #This example is example_3131 refined once per Zhi. The basis function is bilinear. # fem #Set the FEM environment fem define coordinate;r;laplin2;example #Reads in the coordinates used for the plate fem define nodes;r;laplin2;example #Reads in the 28 nodes to define the plate fem define bases;r;laplin2;example #Defines a bilinear basis function fem define elements;r;laplin2;example #Reads in elements from file fem define wind;c #Calculates the graphic window size fem draw lines #Makes the line segments visible fem define equation;r;laplin2;example #Defines a STATIC analysis of LAPLACE's eqn fem define material;r;laplin2;example #Define material properties (none) fem define initial;r;laplin2;example #Defines initial conditions # !Three sides are held at zero and the forth # !side has a heat function of Sin(Pi Y/L) fem define solve;r;laplin2;example #Defines solver options, default all settings fem solve #Solves the boundary value problem fem draw field #This will draw colour temperature field fem draw contours label off #Draws 10 contours step size 0.1 deg
Name Modified Size
example_3142.com 10-Apr-2000 1.5k laplin2.com 10-Apr-2000 1.4k laplin2.ipbase 10-Apr-2000 1.1k laplin2.ipcoor 10-Apr-2000 860 laplin2.ipelem 10-Apr-2000 8.6k laplin2.ipequa 26-May-2003 1.3k laplin2.ipinit 13-Feb-2001 1.1k laplin2.ipmate 10-Apr-2000 54 laplin2.ipnode 10-Apr-2000 7.3k laplin2.ipsolv 13-Apr-2007 1.1k laplin2.opvari 10-Apr-2000 6.5k
Name Modified Size
examples_3_31_314_3142.tar.gz 14-Apr-2007 6.4k
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