- When you apply a logarithmic transformation, the color mapping needs to reflect the transformed values. This ensures that bars at the same height have the same color.
- Transform the Z-values to their logarithmic counterparts before setting the color data. This way, the color interpolation aligns with the log-transformed data.
Colors of the bar are not same for the same height in 3d bar plot after applying log scale
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Kazi Tawseef Rahman
am 19 Aug. 2024
Kommentiert: Kazi Tawseef Rahman
am 19 Aug. 2024
I'm trying to plot 3D graph with bars, in which I'm using colormap. I have found a work around to apply colormap on bar3:
b = [...] % my data
for k = 1:length(b)
zdata = b(k).ZData;
b(k).CData = zdata;
b(k).FaceColor = 'interp';
end
colormap('jet')
I'm also applying log scale in Z axis. But it was messing up my plot and I found a work around for this also.
% Z log fix
llim = .1;
h = get(gca,'Children');
for i = 1:length(h)
ZData = get(h(i), 'ZData');
ZData(ZData==0) = llim;
set(h(i), 'ZData', ZData);
end
But I'm getting the following result after the log fix where the bars don't have same color at the same Z value (height).
I'm trying to get results like the following plot.
Anyone know the solution?
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Shubham
am 19 Aug. 2024
Hi Kazi,
To achieve consistent coloring of bars at the same height in a 3D bar plot with a logarithmic scale on the Z-axis, you need to ensure that the color mapping corresponds correctly to the logarithmic values. Here's how you can address this issue:
Here's a revised version of your code with these adjustments:
% Your data
b = bar3(yourData); % Replace 'yourData' with your actual data matrix
% Apply colormap with correct mapping
colormap('jet');
clim([min(yourData(:)) max(yourData(:))]); % Set color axis limits
% Log scale transformation
llim = 0.1; % Lower limit for log transformation
for k = 1:length(b)
% Get ZData and apply log transformation
zdata = b(k).ZData;
zdata(zdata == 0) = llim; % Avoid log(0) by setting a lower limit
logZData = log10(zdata); % Apply log transformation
% Set CData for color mapping
b(k).CData = logZData;
b(k).FaceColor = 'interp';
end
% Set the Z-axis to log scale
set(gca, 'ZScale', 'log');
% Adjust the Z-axis limits and ticks if necessary
zlim([llim, max(yourData(:))]);
zticks = logspace(log10(llim), log10(max(yourData(:))), 5); % Adjust number of ticks as needed
set(gca, 'ZTick', zticks);
This approach should ensure consistent coloring across bars at the same height, even with a logarithmic scale applied. Adjust the llim and tick settings as needed for your specific data range.
3 Kommentare
Shubham
am 19 Aug. 2024
Hi Kazi,
I've made some changes in the code. Try this code:
% Sample data
[X, Y] = meshgrid(1:10, 1:10);
Z = randi([1, 1000], size(X));
% Create 3D bar plot
figure;
b = bar3(Z);
% Apply colormap to bar3
for k = 1:length(b)
zdata = b(k).ZData;
b(k).CData = zdata;
b(k).FaceColor = 'interp';
end
colormap('jet')
% Apply log scale in Z axis and normalize colors
llim = .1;
h = get(gca, 'Children');
for i = 1:length(h)
ZData = get(h(i), 'ZData');
ZData(ZData == 0) = llim;
set(h(i), 'ZData', ZData);
% Normalize ZData for consistent coloring
ZDataNorm = log10(ZData);
set(h(i), 'CData', ZDataNorm);
end
% Set Z-axis to log scale
set(gca, 'ZScale', 'log')
% Add labels and title
xlabel('X-axis')
ylabel('Y-axis')
zlabel('Counts')
title('3D Bar Plot with Logarithmic Z-axis and Colormap')
In this code snippet, I've used some random data. You need to replace your data to achieve the final plot.
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