Problem 9. Consider a container with n₁ moles of a monatomic gas on one side, and no moles of a diatomic gas on the other. The monatomic gas has initial temperature Tii. The diatomic gas has initial temperature T2i. a) Show that the equilibrium thermal energies are Elf E2f 3n1 3n1 + 5nz 512 3n₁ +5n2 (Eli + E2i) (Eli + E2i)
Problem 9. Consider a container with n₁ moles of a monatomic gas on one side, and no moles of a diatomic gas on the other. The monatomic gas has initial temperature Tii. The diatomic gas has initial temperature T2i. a) Show that the equilibrium thermal energies are Elf E2f 3n1 3n1 + 5nz 512 3n₁ +5n2 (Eli + E2i) (Eli + E2i)
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show that the thermal eqilibirium are :

Transcribed Image Text:Problem 9. Consider a container with n₁ moles of a monatomic gas on one side, and no moles of a diatomic
gas on the other. The monatomic gas has initial temperature Tii. The diatomic gas has initial temperature
T2i-
a) Show that the equilibrium thermal energies are
E₁ƒ =
E2f
3n1
3n1 + 5n2
51-2
3n1 +5n2
(E1i + E2i)
(E1i + E2i)
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