Accession Number : AD0696565
Title : SPACE-TIME DEPENDENT CORRELATION FUNCTIONS FOR ONE-DIMENSIONAL HEISENBERG SPIN SYSTEM IN A LORENTZIAN - GAUSSIAN APPROXIMATION.
Descriptive Note : Doctoral thesis,
Corporate Author : TEMPLE UNIV PHILADELPHIA PA DEPT OF PHYSICS
Personal Author(s) : McFadden,Daniel G. ; Tahir-Kheli,Raza A. ; Taggart,G. Bruce
Report Date : 1969
Pagination or Media Count : 24
Abstract : Comments are given concerning the recent work of Fernandez and Gersch on the frequency Fourier transform of the self-correlation function for a one-dimensional, S = 1/2, Heisenberg spin system with nearest neighbor exchange. The frequency Fourier transform of the self-correlation was computed as well as those for several spatially separated correlations. The results are in good agreement with those calculated by Carboni and Richards from an ab-initio, exact procedure.
Descriptors : (*FERROMAGNETISM, MATHEMATICAL MODELS), (*MAGNETIC MOMENTS, INTERACTIONS), STATISTICAL FUNCTIONS, CORRELATION TECHNIQUES, FOURIER ANALYSIS, INTEGRAL TRANSFORMS, THESES
Subject Categories : Quantum Theory and Relativity
Solid State Physics
Distribution Statement : APPROVED FOR PUBLIC RELEASE