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Define Poisson Distribution in Ideal Gas?
Consider a monatomic ideal gas of total Ñ molecules in a volume V˜ Show that the probability, PN for the number N of molecules contained in a small element of V is given by the Poisson distribution.
Where = ÑV/ V˜ is the average number of molecules found in the volume V.
derivation by calculas method of Snth = (Sn – Sn -1) = u + a/2 (2n – 1)
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Dual Nature of Light: As light is accepted as a form of waves as well as packets of photon. This nature of light is known as dual nature of light.
A piston-cylinder device initially contains 0.8 m 3 of saturated water vapour (steam) at 250 kPa. At this state, the piston is resting on a set of stops and the mass of the piston
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If 3 particles of different mass located at different positions: 1- 1kg position : (0,0) 2- 2kg position: (0,5) 3- 3kg position : (-1,0) If a force of 2 N at 45 degrees is applie
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