Home
Class 11
PHYSICS
m grams of a gas of molecules weight M ...

m grams of a gas of molecules weight M is flowing in an insulated tube whith velocity v. If the system is suddenly stopped then the rise in its temperature will be

A

`( 2M v^(2) ( gamma-1))/( RJ)`

B

`( mv^(2) ( gamma - 1))/( M2RJ)`

C

`( mv^(2) gamma)/( 2RJ)`

D

`( Mv^(2) gamma)/( 2 RJ)`

Text Solution

Verified by Experts

The correct Answer is:
A
Promotional Banner

Similar Questions

Explore conceptually related problems

A diatomic gas of molecular mass 40 g/mol is filled in rigid container at temperature 30^@ C . It is moving with velocity 200 m/s. If its is suddenly stopped, the rise in the temperature of the gas is

When a gas is suddenly compressed, its temperature rises. Why?

An insulated container containing monoatomic gas of molar mass m is moving with a velocity V_(0) . If the container is suddenly stopped , find the change in temperature .

An insulated container containing monoatomic gas of molar mass m is moving with a velocity V_(0) . If the container is suddenly stopped , find the change in temperature .

A thermally insulated vessel containing diatomic gas of molar mass M is moving with velocity v. the temperature of gas is T. if it is suddenly stopped, then A. Internal energy of gas is equal to (5nRT)/(2) when vessel is moving B. There is no change in temperature if vessel is suddenly stopped C. There is rise in temperature if vessel is suddenly stopped D. Temperature increase is due to heat input

A bull of mass m is moving towards a player with velocity v. If player stopped it, then impulse applied by the player is

A bull of mass m is moving towards a player with velocity v. If player stopped it, then impulse applied by the player is

A box of negligible mass containing 2 moles of an ideal gas of molar mass M and adiabatic exponent gamma moves with constant speed v on a smooth horizontal surface. If the box suddenly stops, then change in temperature of gas will be :

A bullet of mass m and velocity v is fired into a large block of mass M . The final velocity of the system is