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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.
A small air bubble is inside a cube of 0.21 m. When viewed from one face it seems to be at a depth of 0.06 m, when viewed from opposite face the bubble seems to be at a depth of 0.
Unit vector which is perpendicular to the resultant of 2i+3j+5k and -i+2j+7k ; and passes by (1,2,4)
I am stuck on how to do this assignment
Although one of the easiest methods for verifies the value of g at a place a simple pendulum suffers from a number of limitations, the more significant of which are the following:
formulas about force in detail
When two objects A and B are in thermal equilibrium with a third object (C) independently, then they (i.e. A and B) are in thermal equilibrium equally i.e. Therefore, the t
If each point of a surface is at similar potential, then it is known an equipotential surfac. or For a given charge distribution, locus of each and every positions having sim
Which gates are known as universal gates? Draw the circuit symbols of n-p-n and p-n-p transistor.
Local electric field : It is the sum of the electric field from external sources and the field of the dipoles within the specimen. It is an idealized field calculated under particu
Johannes Kepler revealed three empirical laws by using the data on planetary motion, pertaining to the orbit of planets. These laws are contained here because of the huge importanc
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