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How to plot graphs with different format in 3d plot? - How to plot graphs with different format in 3d plot? - Messages
#1 Posted: 10/20/2021 12:36:45 PM
Hi, I have to questions about the 3d plotting.
1. How to plot one graph as points and the other as lines?
2. Why my 3D surface only have vertical lines if I defined all the points for the mesh?
Thanks in advance.

Columns.zip (58 KiB) downloaded 33 time(s).
1. How to plot one graph as points and the other as lines?
2. Why my 3D surface only have vertical lines if I defined all the points for the mesh?
Thanks in advance.
Columns.zip (58 KiB) downloaded 33 time(s).
#2 Posted: 10/21/2021 12:23:51 AM
Hi Renzo.
There may be other solutions but the fastest and easiest is to project the points on a 2D Plot
Columns.sm (48 KiB) downloaded 43 time(s).

The mesh could be good for some other software, but not for the way that SMath use the matrix of the 3D plot. Do you have the parametric function for that surface?
Best regards.
Alvaro.
Wrote
1. How to plot one graph as points and the other as lines?
There may be other solutions but the fastest and easiest is to project the points on a 2D Plot
Columns.sm (48 KiB) downloaded 43 time(s).
Wrote
2. Why my 3D surface only have vertical lines if I defined all the points for the mesh?
The mesh could be good for some other software, but not for the way that SMath use the matrix of the 3D plot. Do you have the parametric function for that surface?
Best regards.
Alvaro.
#3 Posted: 10/26/2021 3:01:52 PM
Thanks for the answer. I still not defined the function in smath, firstly I wanted to figure out how to make the plots, now I'll look out more post about the 3d plots in the forum.
#4 Posted: 10/26/2021 11:03:28 PM
WroteThanks for the answer. I still not defined the function in smath, firstly I wanted to figure out how to make the plots, now I'll look out more post about the 3d plots in the forum.
You don't really need much. For a vectorial function F(x,y) = [x, y, f(x,y)] simply arrange the data as in an excel 3D chart, import it to SMath and follow the procedure in the attached file, which contains only one user function
NumericMesh.sm (21 KiB) downloaded 48 time(s).
Best regards.
Alvaro.
#5 Posted: 10/27/2021 9:26:31 AM
NumericMesh [Spline(M,x,y].sm (23 KiB) downloaded 42 time(s).
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