- #1
onlyk
- 2
- 0
Spherical Harmonic Integration please help!
Hi guys,
I have a spherical harmonic integration problem that I would like to solve
[tex]\int_S Y_{nm}^*(\omega)Y_{nm}^*(\omega) d\omega[/tex]
which I re-write as follows:
[tex]= \int_S \left|Y_{nm}^*(\omega)\right|^2 d\omega [/tex]
Am I right to say that
[tex]\int_S \left|Y_{nm}^*(\omega)\right|^2 d\omega = \frac{2n+1}{4\pi}[/tex] ?
since we know that
[tex] \left|Y_{nm}^*(\omega)\right|^2 = \frac{2n+1}{4\pi}[/tex]
Thanks in advance
Kostas
Hi guys,
I have a spherical harmonic integration problem that I would like to solve
[tex]\int_S Y_{nm}^*(\omega)Y_{nm}^*(\omega) d\omega[/tex]
which I re-write as follows:
[tex]= \int_S \left|Y_{nm}^*(\omega)\right|^2 d\omega [/tex]
Am I right to say that
[tex]\int_S \left|Y_{nm}^*(\omega)\right|^2 d\omega = \frac{2n+1}{4\pi}[/tex] ?
since we know that
[tex] \left|Y_{nm}^*(\omega)\right|^2 = \frac{2n+1}{4\pi}[/tex]
Thanks in advance
Kostas