Description Usage Arguments Value Author(s) Examples
A function which calculates the real (tesseral) spherical harmonics for a given degree l and order m. The spherical harmonic is evaluated at the spherical coordinate (theta,phi) on the unit sphere in S^2.
1 | spherical.harmonic(l, m, theta, phi)
|
l |
The degree of the associated Legendre polynomial. Must me a non negative integer. |
m |
The order of the associated Legendre polynomial. Must be an integer. |
theta |
The polar angle. |
phi |
The azimuthal angle. |
The spherical harmonic evaluated at theta and phi for degree l and order m.
Nishan Mudalige
1 2 3 | ## spherical.harmonic(3, 1, pi/2, pi/4)
## spherical.harmonic(5, -2, pi/3, pi/6)
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