Mathematica Asked on June 9, 2021
This question was asked before (here), but I couldn’t get the answers to work.
I have a list of values
List1=Table[{theta,phi,f1[theta,phi]},{theta,0,Pi,Pi/10},{phi,0,2Pi,2Pi/10}]
List2=Table[{theta,phi,f2[theta,phi]},{theta,0,Pi,Pi/10},{phi,0,2Pi,2Pi/10}]
f=Table[{List1[[i,j,1]],List1[[i,j,2]],List1[[i,j,3]]^2+List2[[i,j,3]]^2},{i,1,Length[List1]},{j,1,Length[List1[[1]]]}]
Sample functions for f1 and f2:
f1[theta,phi]=Sin[3 theta]Cos[phi];
f2[theta,phi]=Cos[theta] Sin[phi];
How do I get SphericalPlot3D of f from this list? Any help would be appreciated. TIA!
Clear["Global`*"]
f1[theta_, phi_] = Sin[3 theta] Cos[phi];
f2[theta_, phi_] = Cos[theta] Sin[phi];
List1 = Flatten[
Table[{{theta, phi}, f1[theta, phi]}, {theta, 0, Pi, Pi/10}, {phi,
0, 2 Pi, 2 Pi/10}], 1];
List2 = Flatten[
Table[{{theta, phi}, f2[theta, phi]}, {theta, 0, Pi, Pi/10}, {phi,
0, 2 Pi, 2 Pi/10}], 1];
funcs = Interpolation /@ {List1, List2}
SphericalPlot3D[Evaluate@Through[funcs[theta, phi]],
{theta, 0, Pi}, {phi, 0, 2 Pi},
PlotPoints -> 50,
PlotLegends -> Automatic]
Correct answer by Bob Hanlon on June 9, 2021
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