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4. The enthalpy H may be written as a function of temperature T and pressure P. If we have a system whose composition remainsand the total differential, we can write dH as avdP where Cp is the heat capacity at constant pressure and the subscript of P

4. The enthalpy H may be written as a function of temperature T and pressure P. If we have a system whose composition remains constant and using Maxwell's equations
and the total differential, we can write dH as avdP where Cp is the heat capacity at constant pressure and the subscript of P on the partial derivative represents the partial of volume with respect to temperature holding pressure connstant. Find the change in enthalpy (A) for an ideal gas undergoing a change from 200 Kelvin and 1 atmosphere to 400 Kelvin and 5 atmospheres. Take the heat capacity to be Cp 1+1.8T+0.3T2. Recall that an ideal gas satisfies PV RT Hint: consider the second term in the total differential and simplify it first.]
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Py-nRT 2. 09 (40

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4. The enthalpy H may be written as a function of temperature T and pressure P. If we have a system whose composition remains constant and using Maxwell's equations and the total differential, we...
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