A closed hollow insulated cylinder is filled with gas at 0°C and also contains an insulated piston of negligible weight and negligible thickness at the middle point.The gas on one side of the piston is heated to 100°C If the piston moves 5cm, the length of the hollow cylinder is
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Ideal gas law states that, for a gas with the number of moles be n, at temperature T and having pressure P and volume V, Using ideal gas law, PV=nRT
.
The piston is at the middle point of the container. One side of the gas is at 00C
and the other is at 100 0C
.
PVT=nR
, constant for gas in both sections of the cylinder.
For section with constant temperature, P1V1=P2V2
⇒P1A×L2=P2A×(L2−5)
--------(1)
Now, for the section whose temperature has been increased, using (1)
P1A×L2273=P1A×(L2−5)373L=64.6cm
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