Isochoric Process

Match the following {:(,"Column-I",,"Column-II"),((A),"Isothermal process",(p),"Temperature changes"),((B),"Isobaric process",(q),"Pressure changes"),((C),"Isochoric process",(r),"Volume change"),((D),"Cyclic process",(s),"Initial and final states are same"):}

An ideal diatomic gas, without vibrations loses heat to a system in a process. Is the resulting decrease in the internal energy of the gas greater if the loss occurs in isochoric process or in isobaric process.

How does the mean free path lamda and the number of collisions of each molecule per unit time v depend on the absolute temperature of an ideal gas undergoing (a) an isochoric process , (b) an isobaric process ?

The relation between the internal energy (U) versus temeperature (T) for a 3 mole ideal gas in an isochoric process is given as U=alpha+betaT where alpha and beta are constant. If the specific heat capacity of the gas for above process is (beta)/(m) find the value of m.

Draw the P-T and V-T diagrams of an isochoric process of n moles an ideal gas from pressure P_(0) volume V_(0) to pressure 4P_(0) , indicating the pressures and temperatures of the gas in the initial and the final states.

10 moles of an ideal gas is subjected to an isochoric process (volume constant) and a graph of log P us log T is plotted where P is in 'atm' and is in 'Kelvin'. If volume of the container is 82.1 ml then calculate sum of a,b and c. Where : a = slope of the graph b = x intercept of the graph c = y intercept of the graph