Homework Statement
Given the wave function Ψ(θ,φ,r)= f(r,θ)·[cosφ+cos2φ-i(senφ+sen2φ)] for an electron.
(φ is the azimut)
-Does it spin arround the z axis?
-What kind of polarization has? It is dextrogyre or levoryre?
-What are the posible values of Lz and what are they respective...
I just checked and it seems that doesn't matter which n's you take in (∑Ei)T/ħ, it just turns into multiples of 2π, diferent for each term. Should have checked it before more rigourous ( I was thinking that they couldn't all be 2π at the same time, but wasnt thinking of multiples of 2π).
Thanks...
Homework Statement
First sorry for the traduction mistakes.
Prove that any wave function of a particle in a 1 dimensional infinite double well of width a, returns to its original state in time T=4ma2/(πħ) .
Homework Equations
Ψ(x,t)=∑cnψn(x)·exp(-i·Ent/(ħ))
En=n2π2ħ2/(2ma2)
The Attempt at a...