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LECTURE PHYSICAL CHEMISTRY 3rd EDITION ROBERT G. MORTIMER

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The same approximation holds for a solid–vapor<br />

transition. From Eqs. (5.3-8) and (5.3-12) we obtain the<br />

derivative form of the Clausius–Clapeyron equation.<br />

For a liquid–vapor transition<br />

- For sublimation (a solid–vapor transition), ∆ vap H m is<br />

replaced by ∆ sub H m , the molar enthalpy change of<br />

sublimation.To obtain a representation of P as a<br />

function of T , we need to integrate Eq. (5.3-13).We<br />

multiply by dT and divide by P:<br />

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