Shade the region between a curve and the vertical axis

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I have several velocity profiles in a figure, and I've been trying to play around with the area function to try and shade the region between the curve a vertical line. I'm looking to create a plot like this.
Screen%20Shot%202014-03-16%20at%208.45.32%20PM.png
Here is the relavent parts of my code.
% V is the dependent variable, plotted on the x-axis
% Y is the independent variable, plotted on the y-axis
% My actual data is not attached but you can use tan(x) -1<x<1 or tan^-1(x) mirrored about y = x
Y = linspace(-1,1,50);
V = atan(Y);
% R is an array for the radial positions along the wing, the zero location has to move with each radial position
R = 1:4; % for this case
% plot data
plot(V+(R(1)),Y); % only using the first R value for this example
% draw vertical line for reference
plot(R(1)*ones(1,50),Y,'k')
Capture.PNG
Now if I try to shade in the region, let's say from a base of 0 this is the result.
area(V+R(1),Y,1,'facealpha',0.5)
Capture2.PNG
As expected the area function fills in the region from Y = 1 to V. I tried switching X and Y as some have suggested, but I don't get the results I would like. The area function does what's it's supposed to and shades in the region up to V = atan(X)+1 from Y = 1.
Capture3.PNG
I would like to shade along the X axis (instead of Y) up to the curve.
Capture4.PNG
This last figure shows what I am actually trying to accomplish but with my actual data instead of with V = atan(Y) as I did above.
Normalized Flow Profile Utnd_C0_Q1_02_AR5_Reg110_shaded.png

Respuesta aceptada

Star Strider
Star Strider el 6 de En. de 2020
Editada: Star Strider el 6 de En. de 2020
I am not certain what you want.
Try this:
Y = linspace(-1,1,50);
V = atan(Y);
% R is an array for the radial positions along the wing, the zero location has to move with each radial position
R = 1:4; % for this case
% plot data
plot(V+(R(1)),Y); % only using the first R value for this example
% draw vertical line for reference
hold on
plot(R(1)*ones(1,50),Y,'k')
Vidx = (V+R(1)) > 1;
Vones = ones(size(V));
patch([V(Vidx)+R(1) fliplr(V(Vidx)+R(1))], [Y(Vidx) Vones(Vidx)], [0.1 0.3 0.5], 'FaceAlpha',0.3) % ‘patch’ Call
hold off
It uses the patch function to define the area I believe you want to shade. Increase the number of elements in ‘Y’ to increase the resolution of the patch object.
EDIT —
Added plot image —
1Shade the region between a curve and the vertical axis - 2020 01 06.png
  8 comentarios
Nathaniel H Werner
Nathaniel H Werner el 8 de En. de 2020
That makes sense. I'll provide the solution I found as an answer later when I have time. Thank you for your help, and I apologize for the confusion. This is a surprisingly difficult problem.
Star Strider
Star Strider el 8 de En. de 2020
As always, my pleasure.
While I would like to see the actual problem, itwould be best to post a detailed description of the problem — and your solution (and all other necessary code) — as a new Question if you want specific help with it.
It would be best to add a Comment with a link to the new Question here, for continuity.

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