Derive allotropic constant in terms of degree of freedom and hence find it's value for monotonic diatomic and polyatomic gases . 4. Derive the expression for mean free path for a gas .

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Derive allotropic constant in terms of degree of freedom and hence find it's value for monotonic diatomic and polyatomic gases . 4. Derive the expression for mean free path for a gas .

Asked by karanchandra34 | 29 Jan, 2019, 23:10: PM

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As per our policy only one questions going to answered in one URL. So derivation of mean free path is attached.

Answered by Ankit K | 30 Jan, 2019, 13:01: PM

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CBSE 11-science - Physics

an ideal gas is enclosed in a cylinder at pressure 2 atm and temperature 300k the mean time between two successive collisions is 6×10–?s if the pressure is doubled and temperature is increased to 500k the mean time between two successive collisions will be close to

Asked by ifrayaseen31 | 28 Oct, 2023, 09:26: AM

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CBSE 11-science - Physics

Derive allotropic constant in terms of degree of freedom and hence find it's value for monotonic diatomic and polyatomic gases . 4. Derive the expression for mean free path for a gas .

Asked by karanchandra34 | 29 Jan, 2019, 23:10: PM

ANSWERED BY EXPERT

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Kinetic and calculus method

Asked by Madhurimaurya609 | 11 Jul, 2018, 20:14: PM

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The graph shows the variation of PV with P of given masses of three gases A, B and C. The temperature is kept constant. Which of these is ideal graph?