
3D bar graph with gradient Z values
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I'm trying to make a 3D bar graph from a 3-column matix (let's call the columns x-y-z). For any x-y combo, there are multiple z values (sort of like a stacked 3D bar graph). I want to make a plot where the Z values are a gradient, instead of discrete stacks.
Here's an example from different software... I'm having trouble replicating it. I'd like to be able to replicate it and preferably have the vertical colors be a gradient.
Thanks for any help, and apologies if this solution is out there and I have simply missed it.

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Answers (1)
  Michael Abboud
    
 on 28 Aug 2017
        
      Edited: Michael Abboud
    
 on 28 Aug 2017
  
      Hi Alex,
If I've understood your question correctly, I believe the following link should provide the solution. Essentially you can accomplish this in 3 steps:
1. Use the 'bar3' function to create a 3-D bar graph
Then for each 'surface' element of the returned object (AKA for each row of bars):
2. Set the 'CData' property equal to the current 'ZData'
3. Set the 'FaceColor' property to 'interp'
From here you can adjust the colormap as for whatever scheme you'd like.
Reference:

3 Comments
  Michael Abboud
    
 on 29 Aug 2017
				
      Edited: Michael Abboud
    
 on 30 Aug 2017
  
			Hi Alex, thanks for providing more information.
It looks like the primary issue is transforming your data from [x,y,z] format, to more of an 'image' format, where the (x,y) location in your matrix contains a value 'z'. Consider:
data3 = zeros(max(x),max(y));
for i = 1:length(x)
  xx = x(i); yy = y(i); zz = z(i);
  if zz > data3(xx,yy)
      data3(xx,yy) = zz;
  end
end
Note that I'm only taking the largest Z since there are many duplicate points. Also I've found in some cases, using an ">> axis tight" greatly helps the appearance after plotting.
Using the provided data and copying the example from my answer, it should look something like this before any further modifications. Hope this helps!

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