KTG introduction||Calculation OF pressure OF a gas||vrms speed||vavg speed||Examples on vrms||Degree OF freedom OF a gas||Law OF equipartition energy

Ideal gas equation | Kinetic Theory of Gases | Pressure by gas on container | Translational Kinetic Energ | Degrees of freedom | Law of equipartition of energy | Internal energy of a gas

Boyle's Law || Charle's Law|| Gay lussac's law||Dalton’s Law OF Partial Pressure|| K.E OF Gas|| Law OF Equipartition Energy

Boyle's Law || Charle's Law|| Gay Lussac's law||Dalton’s Law OF Partial Pressure|| K.E OF Gas|| Law OF Equipartition Energy

Law OF equipartition OF energy||Specific heat and degree OF freedom||Equivalent degree OF freedom OF a mixture||Examples

Mean kinetic energy per degree of freedom for gas molecule is

For a gas if ratio of specific heats at constant pressure and volume is g then value of degrees of freedom is

What will be average value of energy along one degree of freedom for an ideal gas in thermal equilibrium at temp. T

Maxwell's Distribution OF Speed || Boyle's Law , Charles's Law , Dalton's Law , Gay Lussac's Law || Law OF Equipartition OF Energy || Degrees OF Freedom || Internal Energy

Cyclic process:Work||Calculation OF degree OF freedom||First law OF thermodynamics||Specific heat OF the process||Cp & Cv Formula||Examples on KTG & thermodynamics

Calculate the temperature at which the root mean square speed, average speed and most probable speed of oxygen gas are all equal to 1500 m s^(-1)