Creating 3d surf from 2d map
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I have plot of some data(engine charactertics), which is basically few matrixies with points of coordinates x,y plotted together.
I want to create a 3-D countour plot or surf where the Z-axis will be efficiency in % from 86 to 96 ant the X and Y axis will be the same as on the picture. I know that i can create double variable where each field will be havving number of percentages but it will be hard to map this huge variable by hand. Are there any ways to just turn this plot to 3D, so each contour will be on higher level?
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Star Strider
2023 年 6 月 26 日
It would help to have the data.
That aside, the plot would go something like this (I got tired of all that typing, so there are just three levels) —
x = linspace(0, 6E+3, 250).';
eff86 = [2E+3*cos(2*pi*x/max(x))+3E+3 1E+2*sin(2*pi*x/max(x))+1E+2];
eff90 = [1.750E+3*cos(2*pi*x/max(x))+3E+3 0.75E+2*sin(2*pi*x/max(x))+1E+2];
eff94 = [1.50E+3*cos(2*pi*x/max(x))+3E+3 0.5E+2*sin(2*pi*x/max(x))+1E+2];
% eff95 = 1.75E+3*[cos(2*pi*x/max(x)) sin(2*pi*x/max(x))];
% eff96 = 1.50E+3*[cos(2*pi*x/max(x)) sin(2*pi*x/max(x))];
figure
plot(eff86(:,1), eff86(:,2))
hold on
plot(eff90(:,1), eff90(:,2))
plot(eff94(:,1), eff94(:,2))
% plot(eff95(:,1), eff86(:,2))
% plot(eff96(:,1), eff86(:,2))
hold off
grid
xlabel('Motor Speed (rpm]')
ylabel('Torque [Nm]')
figure
surf([eff86(:,1) eff90(:,1) eff94(:,1)], [eff86(:,2) eff90(:,2) eff94(:,2)], (ones(numel(x),3).*[86 90 94]))
xlabel('Motor Speed (rpm]')
ylabel('Torque [Nm]')
zlabel('Efficiency [%]')
colormap(summer(2))
colorbar
Make appropriate changes to get the result you want.
.
その他の回答 (1 件)
Joe Vinciguerra
2023 年 6 月 26 日
It's not hard to map a constant to a new column. Just do this:
eff86(:,3) = 0.86;
eff90(:,3) = 0.90;
% ... etc.
Then plot in 3D like this:
plot3(eff86(:,1), eff86(:,2), eff86(:,3))
plot3(eff90(:,1), eff90(:,2), eff90(:,3))
% ... etc.
The contour3 function is also an option.
2 件のコメント
Joe Vinciguerra
2023 年 6 月 26 日
Well, there are a lot of different options depending what you want the final result to look like. Here are some helpful resources:
Once you pick one, if you have trouble you can create a new question about a specific function.
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