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Derive an equation for the work of mechanically reversible isothermal compression of 1 mol of a gas from an initial volume V1 to a final volume V2 when the equation of the state is where b

Derive an equation for the work of mechanically reversible isothermal compression of 1 mol of a gas from an initial volume V1 to a final volume V2 when the equation of the state is where b

 Derive an equation for the work of mechanically reversible, isothermal compression of 1 mol of a gas from an initial volume V1 to a final volume V2 when theequation of the state is where b is a positive constant.

P(V-b) = RT

(B) derive an equation for thw work of mechanically reversible, isothermal compression of 1 mol of a gas from an initial pressure P1 to a final pressure P2 whenthe equation of the state is the virial expansion truncated.

Z = 1+B'P

 

How do these two results compare with the corresponding equations for an ideal gas?

mahesh 08-Aug-2020

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