Find the corresponding Schrödinger equation and wave function, The energy for the infinite-walled well problem of size L, The expected value of x () on the interval [0,a/4], The expected value of p () for the same interval and the probability of finding at least one particle in the same interval. Do not forget the normalization, nor the conditions at the border.
Find the corresponding Schrödinger equation and wave function, The energy for the infinite-walled well problem of size L, The expected value of x () on the interval [0,a/4], The expected value of p () for the same interval and the probability of finding at least one particle in the same interval. Do not forget the normalization, nor the conditions at the border.
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Find the corresponding Schrödinger equation and wave function, The energy for the infinite-walled well problem of size L, The expected value of x (<x>) on the interval [0,a/4], The expected value of p (<p>) for the same interval and the probability of finding at least one particle in the same interval. Do not forget the normalization, nor the conditions at the border.
Transcribed Image Text:V(x) [0 para 0 ≤xsa
- [%
[∞o para 0>x> a
=
V=00
x=0
V=0
a
V=00
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