Reputation: 147
I'm trying to compute the sum of the level (z axis) values inside a contour:
I've managed to obtain the lines (or edges) of the contour, so I have the limits of each line:
What I want is to sum all the levels in the z axis of the contour that are inside the outer blue line in the second plot, to compare it with the sum of the values of outside the blue line. Is there any way to do this? The code I have so far is:
C = contourc(f, t, abs(tfr));
%extracts info from contour
sz = size(C,2); % Size of the contour matrix c
ii = 1; % Index to keep track of current location
jj = 1; % Counter to keep track of # of contour lines
while ii < sz % While we haven't exhausted the array
n = C(2,ii); % How many points in this contour?
s(jj).v = C(1,ii); % Value of the contour
s(jj).x = C(1,ii+1:ii+n); % X coordinates
s(jj).y = C(2,ii+1:ii+n); % Y coordinates
ii = ii + n + 1; % Skip ahead to next contour line
jj = jj + 1; % Increment number of contours
end
Upvotes: 2
Views: 542
Reputation: 533
So after you run the code in the question you have the coordinates of each contour in the array S
. Assuming you have variables f
and t
of the form f = 94:0.1:101
and t = 0:1000
or similar, and the that value you want to sum are abs(tfr)
you should be able to use
[fg, tg] = meshgrid(f,t)
is_inside = inpolygon(fg,tg, S(1).x, S(1).y)
integral = sum(abs(tfr(is_inside))
And similarly for other entries in S
. See help for inpolygon for more examples. You can use ~is_inside
for the points outside the curve
Upvotes: 2