Q²- A system of two energy levels E, and E₁ is populated by N particles at temperature T. The particles populate the energy levels according to the classical distribution law. (a) Derive an expression for the average energy per particle. (b) Compute the average energy per particle vs the temperature as T→ 0 and T → co (c) Derive an expression for the specific heat of the system of N particles (d) Compute the specific heat in the limits T→ 0 and T → ∞o.

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Q²- A system of two energy levels E, and E₁ is populated by N particles at temperature T. The particles
populate the energy levels according to the classical distribution law.
(a) Derive an expression for the average energy per particle.
(b) Compute the average energy per particle vs the temperature as T → 0 and T → co
(c) Derive an expression for the specific heat of the system of N particles
(d) Compute the specific heat in the limits T→ 0 and T → ∞o.
Transcribed Image Text:Q²- A system of two energy levels E, and E₁ is populated by N particles at temperature T. The particles populate the energy levels according to the classical distribution law. (a) Derive an expression for the average energy per particle. (b) Compute the average energy per particle vs the temperature as T → 0 and T → co (c) Derive an expression for the specific heat of the system of N particles (d) Compute the specific heat in the limits T→ 0 and T → ∞o.
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