Universal Finite-Size Scaling Function of the Ferromagnetic Heisenberg Chain in a Magnetic Field. II

Abstract

The finite-size scaling function of the nonlinear susceptibility of the ferromagnetic Heisenberg chain is given explicitly. It is conjectured that the scaling function is universal for any values of $S$. The conjecture is based on the exact solution of the nonlinear susceptibility for $S=\infty$, and numerical calculations for $S=1/2$ and $S=1$.

27 pages and 8 Postscript figures

References in corpus (2)

• The Free Energy and the Scaling Function of the Ferromagnetic Heisenberg Chain in a Magnetic Field
• Universal Finite-Size Scaling Function of the Ferromagnetic Heisenberg Chain in a Magnetic Field,

Cited by in corpus (4)

• Universal low-temperature properties of quantum and classical ferromagnetic chains
• A Semi-Classical Analysis of Order from Disorder
• Low-Temperature Properties of Ferromagnetic Spin Chains in a Magnetic Field
• Thermodynamics of Ferromagnetic Spin Chains in a Magnetic Field: Impact of the Spin-Wave Interaction