I solved a set of cubic polynomials and got a set of discrete points for plotting a 3D surface. Using ListPlot3D, I got the surface; but somehow, the plot has extra and undesirable surfaces towards the end of the ‘time’ variable domain. I checked out the code, and the points generated; but could not find any reason as to why these extra surfaces were getting generated. I tried limiting the time domain, but the surface still shows up with the same problems.
I then separately plotted 2D graphs versus the ‘x’ variable domain and another one versus the ‘t’ variable domain. The variation of the dependent variable ‘Gamma33’ is almost a constant with time. This should obviously mean that the 3D surface should only be an extension of the first plot ( Gamma33 vs x) along the time domain. But what I get as the surface shows a difference, which I cannot understand.
Is it a problem with my code or the way I have complied the points generated? I’ve been stuck with this problem for a few days now; so it would be of great help if you guys could help me correct my errors. I’ve attached the notebook below.
P.S.: I’m just getting started on Mathematica, so please do forgive any of my mistakes you come across. It would be of great help if you’d come out to correct me.
Thank you so much. Recalling the axes has kind of solved the problem for now; with only the time values being reduced to 1/10th their values. I had 5 sets of similar files with data points and graphs, and all of them had shown the same problem. They seem to look fine now; thanks to you..!
I’m still pondering as to why this problem arose. Anyone in the forum could maybe give this a try and help us figure it out.