Draw rectangle on existing graph
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How can I plot a rectangle over an existing graph using vectors and matrices, instead coordinates?
I plotted a graph from a matrix.
a = rand([-3.5,1.5],1300,3) % matrix to plot with each row representing 1 line in graph
plot(times,a) % times is the vector with the time points, x axis
ylim([1.5 -3.5]) % I prepare the axis of y so that negative is on top, and positive at the bottom
set(gca,'YDir','reverse') % I need to plot the negative as upward going, therefore I reverse the axis
hold on;
Now I have two vectors and would like to plot the vectors as two rectangles over the existing graph. However, I found some information about having to rezize the graph before I can plot the rectangles and in the documentation I could not find the information to use a vector. Instead the documentation requires that the coordinates are typed in.
rect_1idx = [66,166] % the first rectangle should start at 66 on the x axis and end on 166 on the x axis
rect_2idx = [170,270] % the same as above
% the hight of the rectangle should go from -3.5 to 1.5 on the y axis
This is what I have tried and it did not work out
rectangle('Position',[-3.5 66 100 1.5])
The goal is to get a figure similar to this one https://www.researchgate.net/publication/330810145/figure/fig3/AS:721682620772352@1549073953701/ERP-wave-from-O2-ERP-waveform-from-electrode-O2-displaying-the-P1-component-Cannabis_W640.jpg
Do you guys have an idea how I could solve this?
Thank you for you help!
2 commentaires
Adam Danz
le 4 Juin 2021
This is not a valid syntax: a = rand([-3.5,1.5],1300,3).
Perhaps you meant,
bounds = [-3.5,1.5];
a = rand(1300,3)*range(bounds)+bounds(1);
This is also no valid: ylim([1.5 -3.5]) since the bounds must be in ascending order.
ylim(bounds)
The rectangle you drew starts at x=-3.5 and y=66; you probably meant x=66 and y=-3.5
rectangle('Position',[66 -3.5 100 1.5])
Finally, if you want curvature like the rectangles shown in the link you shared,
rectangle('Position',[66 -3.5 100 1.5],'Curvature',0.3)
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Star Strider
le 4 Juin 2021
Create an anonymous function ‘rectplot’ (name it whatever you want) to do the calculations and plotting —
x = linspace(0, 300, 500);
y = 0.5*sin(2*pi*x.^0.35)-3;
rectplot = @(x1,x2) rectangle('Position',[x1 -3.5 (x2-x1) 1.5]);
figure
plot(x, y)
ylim([-5 -1])
rectplot(66,166)
rectplot(170,270)
.
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