- #1
rwooduk
- 762
- 59
Pl(u) is normalized such that Pl(1) = 1. Find P0(u) and P2(u)
note: l, 0 and 2 are subscript
recursion relation
an+2 = [n(n+1) - l (l+1) / (n+2)(n+1)] an
n is subscript
substituted λ = l(l+1) and put n=0 for P0(u) and n=2 for P2(u), didnt get very far
please could someone give me a point in the right direction or a youtube video to explain the process used to solve this? really lost.
thanks for any advice
note: l, 0 and 2 are subscript
recursion relation
an+2 = [n(n+1) - l (l+1) / (n+2)(n+1)] an
n is subscript
substituted λ = l(l+1) and put n=0 for P0(u) and n=2 for P2(u), didnt get very far
please could someone give me a point in the right direction or a youtube video to explain the process used to solve this? really lost.
thanks for any advice