- #1
chrismuktar
- 13
- 0
I know this is an easy question but I want to confirm that I've got this right.
The wavefunction [tex]\psi(r)[/tex] can be expressed as a linear sum of orthonormal eigenfunctions [tex]\phi_n(r)[/tex] by
[tex]\psi(r) = \sum a_n\phi_n(r)[/tex].
Derive an expression for the coefficients [tex]a_n[/tex].
I think the answer is [tex] a_n = <\phi_n|\psi>[/tex] but this seems a little too easy.
Opinions?
Thanks,
C.
The wavefunction [tex]\psi(r)[/tex] can be expressed as a linear sum of orthonormal eigenfunctions [tex]\phi_n(r)[/tex] by
[tex]\psi(r) = \sum a_n\phi_n(r)[/tex].
Derive an expression for the coefficients [tex]a_n[/tex].
I think the answer is [tex] a_n = <\phi_n|\psi>[/tex] but this seems a little too easy.
Opinions?
Thanks,
C.