+8 x < 0 25: Consider a particle of mass m moving in a potential: V(x)=20 0≤x≤a (+00 x > a nd described by the wave function (x)= Bsin(kx). Determine i) The energy levels, the omentum, the wave length, the parity and number of nodes for the states n = 1, 2 3 and 4. Suppose V=10 J in the box. What effect has this on a) eigenvalues? b) the eigen functions?
+8 x < 0 25: Consider a particle of mass m moving in a potential: V(x)=20 0≤x≤a (+00 x > a nd described by the wave function (x)= Bsin(kx). Determine i) The energy levels, the omentum, the wave length, the parity and number of nodes for the states n = 1, 2 3 and 4. Suppose V=10 J in the box. What effect has this on a) eigenvalues? b) the eigen functions?
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Transcribed Image Text:+8
x < 0
0≤x≤a
25: Consider a particle of mass m moving in a potential: V(x)=20
(+00
x > a
nd described by the wave function y(x)= Bsin(kx). Determine i) The energy levels, the
omentum, the wave length, the parity and number of nodes for the states n = 1, 2 3 and 4.
Suppose V=10 J in the box. What effect has this on a) eigenvalues? b) the eigen functions?
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