How to create a secondary Cartesian coordinate system (three perpendicular coordinate axes) in Matlab?
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Adam Danz
2021-8-22
编辑:Adam Danz
2021-8-23
To add the additional axis lines,
box on
% Or
box(ax, 'on') % ax is the axis handle
but I didn't understand this part: with origin at one of the three objects
Update
figure()
tiledlayout(1,2,'padding','none')
ax1 = nexttile;
xyz = [.5, .5, .5];
plot3(ax1, xyz(1), xyz(2), xyz(3), 'o', 'MarkerSize', 14)
grid(ax1, 'on')
axis(ax1, 'equal')
xlim(ax1, [0,1])
ylim(ax1, [0,1])
zlim(ax1, [0,1])
ax1.XRuler.FirstCrossoverValue = xyz(2); % y
ax1.XRuler.SecondCrossoverValue = xyz(3); % z
ax1.YRuler.FirstCrossoverValue = xyz(1); % x
ax1.YRuler.SecondCrossoverValue = xyz(3); % z
ax1.ZRuler.FirstCrossoverValue = xyz(1); % x
ax1.ZRuler.SecondCrossoverValue = xyz(2); % y
% Axis labels will also move with the axes
% xlabel(ax1, 'X axis')
% ylabel(ax1, 'Y axis')
% zlabel(ax1, 'Z axis')
title(ax1, 'Origin at xyz coordinate')
ax2 = nexttile;
xyz = [.5, .5, .5];
plot3(ax2, xyz(1), xyz(2), xyz(3), 'o', 'MarkerSize', 14)
grid(ax2, 'on')
axis(ax2, 'equal')
xlim(ax2, [0,1])
ylim(ax2, [0,1])
zlim(ax2, [0,1])
ax2.XRuler.FirstCrossoverValue = xyz(2); % y
ax2.YRuler.FirstCrossoverValue = xyz(1); % x
ax2.ZRuler.FirstCrossoverValue = xyz(1); % x
ax2.ZRuler.SecondCrossoverValue = xyz(2); % y
title(ax2, 'Origin on XY plane')
% Axis labels will also move with the axes
% xlabel(ax2, 'X axis')
% ylabel(ax2, 'Y axis')
% zlabel(ax2, 'Z axis')
If all you're looking for is reference lines without the ticks, you can use xline() and yline() to add the x and y ref lines. There is no zline() so you'll have to use plot3 something related. Note that xline and yline lines will update when the axis limits change but that won't happen with the plot3 line. Also note that the xline and yline lines are partially transparent by default. You can set the alpha levels to 1 to remove transparency or you can set the transparency of the z-line to match the x & y lines by adding a 4th value to the RGB color (ie, set(..., 'Color', [0 0 0 .4]))
figure()
ax = gca();
xyz = [.5, .5, .5];
plot3(ax, xyz(1), xyz(2), xyz(3), 'o', 'MarkerSize', 14)
grid(ax, 'on')
axis equal
xlim(ax, [0,1])
ylim(ax, [0,1])
zlim(ax, [0,1])
xline(ax, xyz(1), 'k--', 'XAxis') % see xline properties to control label placement
yline(ax, xyz(2), 'k--', 'YAxis')
hold(ax,'on')
plot3(ax, xyz([1,1]), xyz([2,2]), zlim(ax), 'k--')
title(ax, 'line objects')
5 个评论
Adam Danz
2021-8-22
No problem.
I just added another example of the crossover approach with the x and y axis lines along the XY plane.
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