- The Ideal Gas Equation R Pv Nt Is An Example Of The Generic Equation Of State Written In 3 1 5 It Implies That P 1 (104.75 KiB) Viewed 19 times
The ideal-gas equation, R = PV/NT, is an example of the generic equation of state written in (3.1.5); it implies that P, V, N, and T are not all independent. (a) If we choose F = V, then what properties should appear in the argument list when the ideal-gas law serves as the basis for the function y in (3.1.5)? (b) If we choose F = P, then what properties should be in the argument list? (c) For a pure ideal gas, how many properties are needed for identifying an extensive equilibrium state; that is, what is the value of Fex? (d) Evaluate the partial derivatives (JP/ƏN)Ty and (ƏP/ƏN)Ã for an ideal gas. F = (P₁, P2, PF (3.1.5)