A thermally insulated chamber of volume 2V0 is divided by light and fr

1.	A thermally insulated chamber of volume 2V0 is divided by light and frictionless piston of area S into two equal parts A and B. Part A has an ideal gas at pressure P0 and temperature T0 and in part B is the vacuum. A massless spring of force constant K is connected with the piston and the wall of the container as shown. Initially, the spring is unstretched. The gas in chamber A is allowed to expand. Let in equilibrium the spring be compressed by z0 Then.
Answer» A thermally insulated chamber of volume $2 V_{0}$ is divided by light and frictionless piston of area S into two equal parts A and B. Part A has an ideal gas at pressure $P_{0}$ and temperature $T_{0}$ and in part B is the vacuum. A massless spring of force constant K is connected with the piston and the wall of the container as shown. Initially, the spring is unstretched. The gas in chamber A is allowed to expand. Let in equilibrium the spring be compressed by $z_{0}$ Then.

A thermally insulated chamber of volume 2V0 is divided by light and frictionless piston of area S into two equal parts A and B. Part A has an ideal gas at pressure P0 and temperature T0 and in part B is the vacuum. A massless spring of force constant K is connected with the piston and the wall of the container as shown. Initially, the spring is unstretched. The gas in chamber A is allowed to expand. Let in equilibrium the spring be compressed by z0 Then.

Answer»

A thermally insulated chamber of volume $2 V_{0}$ is divided by light and frictionless piston of area S into two equal parts A and B. Part A has an ideal gas at pressure $P_{0}$ and temperature $T_{0}$ and in part B is the vacuum. A massless spring of force constant K is connected with the piston and the wall of the container as shown. Initially, the spring is unstretched. The gas in chamber A is allowed to expand. Let in equilibrium the spring be compressed by $z_{0}$ Then.

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