- #1
sagarbhathwar
- 29
- 0
The problem is to apply Schrodinger wave equation to a beam of mono energetic electrons and show that the probability of finding electron at each point on the beam is constant
(d2ψ/dx2) + (8∏^2m/h^2)(E-V)ψ = 0
I have been taught to apply this to a single particle for various cases(potential wells, potential barriers and potential steps). But I don't know how to apply this for a beam of electrons.
I would appreciate any help. Thank you
P.S. - I have no idea how to go about approaching the problem. So, I am unable to show any work. I apologize.
(d2ψ/dx2) + (8∏^2m/h^2)(E-V)ψ = 0
I have been taught to apply this to a single particle for various cases(potential wells, potential barriers and potential steps). But I don't know how to apply this for a beam of electrons.
I would appreciate any help. Thank you
P.S. - I have no idea how to go about approaching the problem. So, I am unable to show any work. I apologize.