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Phase transitions are described by an order parameter which
differentiates the two phases. Usually it is zero in the disordered
phase, non-zero in the ordered phase, e.g. the magnetization for a
magnetic system.
Phase transitions are classified in part by their order:
- First order --- discontinuity in the order parameter or energy,
i.e., first derivative of the partition function.
- Second order --- divergence in the susceptibility or specific heat,
i.e., second derivative of the partition function.
- Third order, etc.
First order transitions are classified by quantities such as the
latent heat, the discontinuous change in the energy at the
critical point .
Paul Coddington, Northeast Parallel Architectures Center at Syracuse University, paulc@npac.syr.edu