Thanks for your reply.
As far as i know, commutation operator for a function would be such that FG - GF = 0, right? Based on that, i figured for
\partial/\partial x
it would be
\partial/\partial y
since
\partial/\partial x
(
\partial/\partial y
) =...
Thanks for your reply.
Yes, i guess it is asking for the commutator of x and also the commutator of
\partial/\partial x
For the number of quantum numbers, we would have the principal quantum number and the three quantum numbers associated with the three components of the angular...
I am having a problem with a couple of problems involving commutating operators.
Homework Statement
1. How do i find the commutation operators of x and ∂/∂x
2. If the angular momenta about 3 rotational axes in a central potential commute then how many quantum numbers we would get? And why...
Thanks a lot to all of you guys for your help. So i solved them and got the following results. Could anyone please let me know if they are correct?
For number 1 : B = 1/(√L)
For number 2 : B = √(2k)
Thanks a lot dacruick.
@jtbell... actually i have some vague idea, i am still in the process of coming to terms with quantum mechanics (i don't have a physics background :-( )
Hi, i need some help regarding normalization of a wave function, i feel it is a very simple problem, but i am having a hard time figuring it out. I would really appreciate it if anybody could help me out a bit regarding this.
I need to normalize the following wavefunctions by figuring out the...