I'm doing a research project over the summer, and need some help understanding how to construct an inverse Fourier transform (I have v. little prior experience with them).
1. Homework Statement
I know the explicit form of ##q(x)##, where
$$ q(x) = \frac{M}{2 \pi} \int _{- \infty}^{\infty} dz...
Hi Simon, thanks for the response. I've just realized the second option I gave "The allowed momentum values are not p=±ℏk, but ## p = ± \frac{\hbar k}{5A2}##" is not implied by anything above - please forget about it.
First off, I forgot to mention it's not in a potential well. So this is for...
Hi all, I asked for help with one part of this question here. But after thinking about another part of the question, I realized I didn't understand it as well as I'd thought.
Homework Statement
Ψ(x,0)=A(iexp(ikx)+2exp(−ikx)) is a wave function. A is a constant.
Can Ψ be normalised?
Homework...
Hi all,
This is from a past exam paper: At t=0 the state of a particle is described by the wavefunction
$$ \Psi (x,0) =A(iexp(ikx)+2exp(-ikx)) $$
This is between positive and negative infinity - not in a potential well.
What values of momentum are allowed, and with what probability in each...
@haruspex I moved my arms in a circular arc clockwise and the chair spun counterclockwise. When I did this fast enough, I could actually spin around in the chair while seeming not to push off anything. The chair didn't continue to rotate when my arms stopped, so is the best guess conservation of...
Hey guys, this is not really a h/w question but I thought this would be the best place to get a relevant answer.
So I was doing physics h/w last night and found that I could spin on my chair (a standard office swivel chair) by moving my arms in the opposite direction to the way I wanted to...