Equivalence of two exactly soluble models for tricritical points

S. Sarbach; T. Schneider

doi:10.1103/PhysRevB.13.464

Physical Review B

Paper

01 Jan 1976

Equivalence of two exactly soluble models for tricritical points

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Abstract

An exactly soluble n-component continuous spin model with tricritical points is shown to be equivalent, in the limit n, to a one-component model with anharmonic long-range interactions. © 1976 The American Physical Society.

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Abstract

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Characterization of large magnetic anisotropies in (100)- and (111)-oriented Co/Pt multilayers by Brillouin light scattering

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