Physics · Statistical Mechanics
Calculate the partition function for two indistinguishable bosonic particles at a temperature T, which can be distributed in two single-particle energy levels ε1 and ε2. (Consider β = 1kBT)
- 1e-2βε1 + e-2βε2 + e-β(ε1 + ε2)✓
- 212!(e-βε1 + e-βε2)2
- 3e-2βε1 + e-2βε2 + e-2β(ε1 + ε2)
- 4(e-βε1 + e-βε2)2
Correct answer
e-2βε1 + e-2βε2 + e-β(ε1 + ε2)
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