We present in this paper the technical tools necessary to derive kinetic equations for anisotropic spin systems with arbitrary spin; to simplify, we limit ourselves to infinite temperature and to the simplest possible crystal-field anisotropy. We also apply this technique to the derivation of explicit, but approximate, kinetic equations for the direct and indirect spin-autocorrelation functions. The solution of these equations will be discussed in another publication. © 1973.SCOPUS: ar.jinfo:eu-repo/semantics/publishe
We establish the kinetic equation for the two-spin time-dependent correlation function in the Weiss ...
Consider a lattice spin system in which nearest neighbor spins are exchanged at rates which weakly d...
The dynamics of the classical X X Z model with uniform interaction is nonlinear for N≥2 spins and no...
A systematic approximation scheme is proposed that permits solution of the kinetic equations, recent...
We study the time dependent correlation functions for a spin system in the paramagnetic region. The ...
Time-dependent spin-autocorrelation functions at T = ∞ for the classical Heisenberg magnet in dimens...
The dynamics of the anisotropic spin-l/2 nearest-neighbour Heisenberg chain is studied at infinite t...
We investigate the dynamic properties of a classical anisotropic Heisenberg chain interacting with a...
The problems of high-temperature spin dynamics have practical applications in the fields of nuclear...
The X-Y model of a linear chain of spins 1/2, introduced by Lieb, Schultz and Mattis, is studied in ...
The time-dependent autocorrelation function has been derived for the x component of the total spin f...
We propose an approximate solution of the kinetic equations, recently derived by the authors, for th...
The autocorrelation function of a single spin [s(t).s(O)] has been obtained from the time-evolution ...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
The chain of spins 1/2 with anisotropic nearest neighbour interaction, known as the X–Y model, which...
We establish the kinetic equation for the two-spin time-dependent correlation function in the Weiss ...
Consider a lattice spin system in which nearest neighbor spins are exchanged at rates which weakly d...
The dynamics of the classical X X Z model with uniform interaction is nonlinear for N≥2 spins and no...
A systematic approximation scheme is proposed that permits solution of the kinetic equations, recent...
We study the time dependent correlation functions for a spin system in the paramagnetic region. The ...
Time-dependent spin-autocorrelation functions at T = ∞ for the classical Heisenberg magnet in dimens...
The dynamics of the anisotropic spin-l/2 nearest-neighbour Heisenberg chain is studied at infinite t...
We investigate the dynamic properties of a classical anisotropic Heisenberg chain interacting with a...
The problems of high-temperature spin dynamics have practical applications in the fields of nuclear...
The X-Y model of a linear chain of spins 1/2, introduced by Lieb, Schultz and Mattis, is studied in ...
The time-dependent autocorrelation function has been derived for the x component of the total spin f...
We propose an approximate solution of the kinetic equations, recently derived by the authors, for th...
The autocorrelation function of a single spin [s(t).s(O)] has been obtained from the time-evolution ...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
The chain of spins 1/2 with anisotropic nearest neighbour interaction, known as the X–Y model, which...
We establish the kinetic equation for the two-spin time-dependent correlation function in the Weiss ...
Consider a lattice spin system in which nearest neighbor spins are exchanged at rates which weakly d...
The dynamics of the classical X X Z model with uniform interaction is nonlinear for N≥2 spins and no...