Move the piston, you don't want it to burn

A resistor of resistance R = 500 Ω R = 500 \Omega connected to an external battery is placed inside a cylinder fitted with a friction-less piston of mass M = 10 kg M=10\text{ kg} , area of cross section 1 0 3 m 2 10^{-3} \text{ m}^2 and contains 2 2 moles of an ideal mono-atomic gas. A current i = 0.3 A i = 0.3 A flows through the resistance.

The temperature of the gas is maintained constant by moving the piston with a velocity v v upward (measured in m/s \text{m/s} ).

What is the value of 1000 v \lfloor 1000v \rfloor ?

Details and Assumptions

  • The cylinder is thermally insulated.
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The answer is 225.

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1 solution

Aryan Goyat
Mar 10, 2016

@Vishwak Srinivasan i have found a error in question that we have

-temperature constant(provided in question)

-pressure constant as the piston moving with constant velocity

though all the parameters of ideal gas equation is fixed volume is changing. if i am wrong somewhere please correct me i would like to know where i went wrong.

I have found the result to be 450, using v = (i^2 R)/m g, and taking g to be 10. Where is my problem?

Sagarchandra Roy - 3 years, 11 months ago

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