Consider three noninteracting indistinguishable spin-0 particles trapped in a harmonic potential with energy states given as: [nx, Ny, nz). Consider three distinct single particle states: |0,0,0), |0,1,0), |0,2,0). Each of the particles can be in any one of the three states listed. How many different three particle states are possible?
Consider three noninteracting indistinguishable spin-0 particles trapped in a harmonic potential with energy states given as: [nx, Ny, nz). Consider three distinct single particle states: |0,0,0), |0,1,0), |0,2,0). Each of the particles can be in any one of the three states listed. How many different three particle states are possible?
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Transcribed Image Text:Consider three noninteracting indistinguishable spin-0 particles trapped in a harmonic
potential with energy states given as: [nx, Ny, nz). Consider three distinct single particle states:
|0,0,0), |0,1,0), |0,2,0). Each of the particles can be in any one of the three states listed. How many
different three particle states are possible?
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