#پاسخ_مسئله
🔐 dS = 1/T dU + P/T dV
🔹If we now apply this to our problem, the change in entropy is then straightforwardly:
=>ΔS = (1/T¹ - 1/T²) ΔU + (P¹/T¹ - P²/T²) ΔV
🔸The third law of thermodynamics shows that the entropy always increases in any physical process. Thus, when equilibrium is achieved, the entropy will have achieved a maximum, so that ΔS = 0. This means that the joint system cannot increase its entropy by further exchanging volume or internal energy between system 1 and system 2. ΔS = 0 can only be achieved when T¹ = T² and P² = P².
--------------------------------------------------
📚Concepts in Thermal Physics
👥Stephen J. Blundell and Katherine M. Blundell
☕️physics cafe
Post #461
146
☕️ physics cafe #حل_مسئله #ترمودینامیک 🔏Consider two systems, with pressure P¹ and P² and temperature T¹ and T². If internal energy ΔU is transferred from system 1 to system 2 and volume ΔV is transferred from system 1 to system 2 (see Figure), find the change of entropy…
- 👏 2
- 👍 1