Mathematica Notebook: Manipulate ListPlot3D of square of s1,1 for s 3. pts p 1, 1 ( gets all points of interpolation ) rad. Many results were obtained by using the Mathematica package SymPolPackage. It is important that the plot range contain the whole region (or parts will be lopped off and the internal meshing function that discretizes the graphics will complain). p ListPlot3D data, Mesh -> 7, PlotStyle -> None, InterpolationOrder -> 2 The code below will extract info about mesh and replace it with printable 3D objects - spheres and cylinders. Moving data from a saved text file (or other format) using Mathematica is very simple. At this point, we can plot the table of data in Cartesian coordinates by using ListPlot3D, with r on on the x-axis, on the y-axis and f(r,) on the z-axis. SeedRandom (* for reproducible results *)ĭata = Table I don't know what you mean by "in positive and negative regions," but here's a way if the function is nonnegative.
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