on a circular ring of unit radius. Find the largest angular frequency of oscillations of the masses.
kV between its pressure and volume,k = const. Find the entropy change of the gas when its volume
doubles.
1.
ω=km=nk0m=100⋅11=10.\omega=\sqrt \frac km=\sqrt \frac{nk_0}{m}=\sqrt \frac{100\cdot 1}{1}=10.ω=mk=mnk0=1100⋅1=10.
2.
ΔS=νRlnV2V1=1⋅8.31⋅0.69=5.76 JK.\Delta S=\nu R\ln \frac{V_2}{V_1}=1\cdot 8.31\cdot 0.69=5.76~\frac{J}{K}.ΔS=νRlnV1V2=1⋅8.31⋅0.69=5.76 KJ.
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