- #1
Boosh
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I am going through my Quantum textbook, just reviewing the material, i.e. this isn't a homework question. We are solving the radial equation for the Hydrogen Atom, first looking at the asymptotic behavior. My issue is I am completely blanking on how to solve the differential equation:
d^2u/dp^2 = [l(l+1)/p^2]u.
The general solution is:
u(p) = Cp^(l+1) + Dp^-l.
Can someone walk me through the steps of getting to this general solution? Thank you!
d^2u/dp^2 = [l(l+1)/p^2]u.
The general solution is:
u(p) = Cp^(l+1) + Dp^-l.
Can someone walk me through the steps of getting to this general solution? Thank you!