Skip to main content
Article
Multicritical Susceptibility Sum Rules
Physical Review A
  • Miron Kaufman, Cleveland State University
  • Michael Ma, University of Cincinnati - Main Campus
Document Type
Article
Publication Date
3-1-1987
Disciplines
Abstract

Asymptotically close to the Nth-order multicritical point of an N-phase system, there are N-1 sum rules involving the mean-field susceptibilities measured in each of the coexisting phases. These sum rules provide the experimentalist a convenient and stringent test of the theory. In particular, they facilitate the detection of nonclassical effects, especially valuable for N>3 where the fluctuation effect is dominated by the classical contribution for three-dimensional systems.

DOI
10.1103/PhysRevA.35.2369
Version
Publisher's PDF
Citation Information
Kaufman, Miron and Michael Ma. "Multicritical Susceptibility Sum Rules." Physical Review A 35 (1987): 2369-2372.