The thermodynamics of transition
Start with the big picture
At a phase boundary, coexisting phases have equal chemical potentials, and the Gibbs energy change for the transition is zero. Enthalpy and entropy changes describe first-order transitions, while the Clapeyron equation relates the slope of a phase boundary to those changes and the volume difference. For vaporization, the Clausius–Clapeyron form links vapor pressure with temperature. The topic also distinguishes triple and critical points, compares first- and second-order transitions, and uses Gibbs energy curves to identify stable phases. Metastability and solid-solution equilibria extend the discussion to situations where kinetic barriers or mixing affect phase behavior.
What you'll learn
- Explain the chemical-potential and Gibbs-energy criteria for phase equilibrium.
- Relate transition enthalpy, entropy, and volume changes through the Clapeyron equation.
- Interpret the Clausius–Clapeyron relationship for vaporization.
- Distinguish first-order and second-order transitions, triple points, and critical points.
- Use Gibbs energy and phase-rule concepts to describe stability and phase behavior.
Continue your study
Work through the complete notes and reinforce the topic with the study tools available in the full lesson.