An empirically obtained version of it uses three substance-specific components and is called the Antoine equation.
An empirically obtained version of it uses three substance-specific components and is called the Antoine equation. A general version of this relation does not assume a constant change in enthalpy or entropy over a temperature range, and it is derived by assuming no change in Gibbs free energy. It states that the latent heat divided by the temperature times change in volume is the slope of a coexistence curve describing a phase change. For 10 points, identify this equation named for a German and French scientist.
An empirically obtained version of it uses three substance-specific components and is called the Antoine equation.
Clausius-Clapeyron equation