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Antenna_X_Pos=[-0.0012;0.1419;-0.0672;-0.1121;0.1173;0.0653;-0.1458;0];
Antenna_Y_Pos=[0.1495;-0.0374;-0.1328;0.0896;0.0880;-0.1347;-0.0340;0];
Antenna_Z_Pos=[0.1269;0.0798;0.0428;0.0002;-0.0407;-0.0816;-0.1249;0];
%scatter3(Antenna_X_Pos,Antenna_Y_Pos,Antenna_Z_Pos),view(-90,90)
%grid on
for j=1:360
theta(j)= j / 180 *pi; % [Edited, Jan Simon: inlined "degtorad()"]
for m=1:90
sita(m)= m / 180 *pi;
[SP_X(j,m) SP_Y(j,m) SP_Z(j,m)] = sph2cart(theta(j),sita(m),10);
for i=1:numel(Antenna_X_Pos)
Distance(i,j,m) = sqrt(((Antenna_X_Pos(i) - SP_X(j,m))^2 +(Antenna_Y_Pos(i) - SP_Y(j,m))^2+(Antenna_Z_Pos(i) - SP_Z(j,m))^2));
end
end
end
Distance
How can I plot Distance in 3D (using i,j,m) ?
9 Comments
Jan
on 19 Dec 2011
We cannot run your code. degtorad and Antenna_X_Pos etc are not known.
what kind of 3D visualization do you want?
zozo
on 19 Dec 2011
Jan
on 19 Dec 2011
The output "Distance" is a [8 x 360 x 90] array. How do you want to visualize this? As surface, as 3D-polar-plot, as set of 8 discs with different colors?
zozo
on 19 Dec 2011
zozo
on 19 Dec 2011
Jan
on 19 Dec 2011
Dear zozo, the variable "Distance" is not a vector, but a [8 x 360 x 90] array. It is not trivial to plot it and I will not post examples for all possibilities - there are too many.
Please take the time to find out, how you want to display these data. You can draw a picture by hand and post it.
zozo
on 20 Dec 2011
Walter Roberson
on 20 Dec 2011
You cannot surface plot an 8 x 360 x 90 array. The closest you can come is to use isosurface()
zozo
on 20 Dec 2011
Answers (1)
James Ryland
on 11 May 2017
0 votes
If you store your distance data as 3D array 8 x 360 x 90 you have several ways to visualize what it looks like.
Both of these solutions turn 3D scaler fields into voxels with color and transparency, thus allowing you to visualize 3D density or distance fields.
Solution 1: Volumetric 3 is a full matlab application for visualizing layered 3D density matrices. It was designed to work with fmri and mri but it can handle arbitrary 3D arrays stored as .mat files.
https://www.mathworks.com/matlabcentral/fileexchange/59161-volumetric-3?s_tid=srchtitle
Solution 2: A much simpler tool is Vol3D. But with a lot of programming on your end you can get it to do pretty much anything volumetric 3 does, in that they use highly similar (though distinct) techniques for generating visualizations.
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