How to find a double integral
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I need to integrate the function wrt theta and phi. How to do it? m,n, p are constants.
f=m*p*cos(theta)^3*sin(phi)^2 - n*p*cos(phi)^2*cos(theta)^3 - m*n*cos(theta)*sin(phi)^2*sin(theta)^2 + m*n*cos(phi)*cos(theta)*sin(phi)*sin(theta)^2
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Star Strider
le 19 Mai 2019
It is best to vectorize your function using element-wise operations, then create it as a function of the two variables, then use integral2 to numerically integrate it:
m = 3;
n = 5;
p = 7;
f = @(theta,phi) m*p*cos(theta).^3.*sin(phi).^2 - n*p*cos(phi).^2.*cos(theta).^3 - m*n*cos(theta).*sin(phi).^2.*sin(theta).^2 + m*n*cos(phi).*cos(theta).*sin(phi).*sin(theta).^2;
f_int = integral2(f, 0, 2*pi, 0, 2*pi)
I created values for the constants to test the code.
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