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How to set colormap for a 3D surface that is projected onto the XY Plane?

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theblueeyeswhitedragon 2018 年 8 月 17 日
コメント済み: jonas 2018 年 8 月 21 日
Recently, I asked a question on improving the performance of plotting functions like barh. The solution is very time efficient (about 150 times faster than barh), but I find it difficult to set the colormap for the surface
The code provided in the answer creates a 3D surface and projects it onto XY Plane to create the stacked bar graph.This projection has the correct length for every patch, but the color order changes from what I define. The graph has around 100 patches in the XY projection and I use only two colors based on a certain criteria defined by the identf vector. The resulting figure patches don't have the same color ordering as what I defined in the col matrix. I suspect this has to do with the fact that the graph is being projected onto the XY Plane. Note: colormap was not defined in the following figures.
for icol = 1 : length(data)
if identf(icol) == 0
col(icol,1) = 0;
col(icol,2) = 0.7;
col(icol,3) = 0.7;
elseif identf(icol) == 1
col(icol,1) = 0.79;
col(icol,2) = 0.79;
col(icol,3) = 0.79;
colormap(parent, col);


jonas 2018 年 8 月 17 日
編集済み: jonas 2018 年 8 月 17 日
In the answer to the other question:
"You can use a different colormap and a different method for calculating the Z-values, if you need more distinct color differences."
To clarify:
  • Change the colormap to define the colors you want to apply. For two colors this is basically just cmap=[r1 g1 b1;r2 g2 b2]
  • Set the Z-value of your dataset to assign these colors to elements.
In the previous answer, the Z-value was selected randomly. From your attached figures, it appears they are still assigned randomly. You need to change this line of code and assign Z-values by your criteria.
In short: colormap sets the palette, but you paint the segments through the z-data
  2 件のコメント
jonas 2018 年 8 月 21 日
If you have a vector of 1's and 0's, just use that as Z-data.
Let's say you have durations X of two process A(0) and B(1). You want A to be red and B to be blue.
X=[5 10 5 10 10 10];
id=[0 1 0 0 1 1];
cmap=[1 0 0;0 0 1];
First, prepare data:
%%Prepare data
Z=[id id(end)]; %Add one extra point to draw last segment
Xs=[0 cumsum(X)];
And plot:
axis([0 50 -10 10])
Voila! See how the Z-data determine the color of the segment. You don't necessarly need 1's and 0's, any pair of numbers work as identifiers.


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