merry
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Hello,
I was solving the time dependent schrodinger equation in a time-independent potential such that E<V and I got the following solution:
ψ = exp(-\sqrt{k}x - (iE/\bar{h})t)
where k > 0 and k = (2m/\bar{h}^{2})(V-E)
I was wondering if this was a left traveling wave i.e. whether I could write it as:
ψ = exp(-i (\sqrt{-k}x + (E/\bar{h})t) )
Would this be correct?
I was solving the time dependent schrodinger equation in a time-independent potential such that E<V and I got the following solution:
ψ = exp(-\sqrt{k}x - (iE/\bar{h})t)
where k > 0 and k = (2m/\bar{h}^{2})(V-E)
I was wondering if this was a left traveling wave i.e. whether I could write it as:
ψ = exp(-i (\sqrt{-k}x + (E/\bar{h})t) )
Would this be correct?