Assuming Maxwell-Boltzmann Distribution Of Molecular Speed, Obtain The Expression Of (i) Average Velocity (ii) r.m.s. Velocity And (iii) Most Probable Velocity.

According to Maxwell's velocity distribution law, the number of molecules having velocity in the range and is given by, (i) Average Velocity: The average velocity is where, is the total…

Continue ReadingAssuming Maxwell-Boltzmann Distribution Of Molecular Speed, Obtain The Expression Of (i) Average Velocity (ii) r.m.s. Velocity And (iii) Most Probable Velocity.

Consider A System Of ‘N’ Ideal Boltzmann Gas Of ‘N’ Molecules Of Mass ‘m’ In A Volume ‘V’. Derive The Maxwell-Boltzmann Distribution Law Of Energy Amon The Molecules. Hence Derive An Expression Of Molecular Velocity Distribution Law And Momentum Distribution Law.

Maxwell's energy distribution law: Let us consider a system of an ideal Boltzmann gas of molecules of mass in a volume . Let us consider a continuous distribution of the…

Continue ReadingConsider A System Of ‘N’ Ideal Boltzmann Gas Of ‘N’ Molecules Of Mass ‘m’ In A Volume ‘V’. Derive The Maxwell-Boltzmann Distribution Law Of Energy Amon The Molecules. Hence Derive An Expression Of Molecular Velocity Distribution Law And Momentum Distribution Law.

What Do You Mean By A Classical Distribution Function? Applying The Classical Distribution Function Establish The Principle Of Equipartition of Energy.

Classical Distribution Function: The ratio of the number of particles distributed in the states to the number of states is called distribution function. It is the average number of the…

Continue ReadingWhat Do You Mean By A Classical Distribution Function? Applying The Classical Distribution Function Establish The Principle Of Equipartition of Energy.

Derive An Expression For The Moment Of Inertia Of A Rigid Body About Any Axis Through A Point, The Point Through Which Three Mutually Perpendicular Axes Pass.

Moment of inertia about an arbitrary axis: Let us consider, three mutually perpendicular axes OX, OY and OZ meeting at the origin O. Now we want to calculate the moment…

Continue ReadingDerive An Expression For The Moment Of Inertia Of A Rigid Body About Any Axis Through A Point, The Point Through Which Three Mutually Perpendicular Axes Pass.