Using the results of I it is shown that there cannot exist a paramagnetic solution of the (1/z)1 equations for the dipolar and quadrupolar moments in the case of the Blume—Emery—Griffiths model except of purely quadrupolar interaction for S = 32. This is also in contrast to the...

We compute exactly the many-point correlation functions formed by arbitrary number of spins, disorder variables, fermion operators, energy-density operators and components of the stress tensor for the planar Ising model in the absence of a magnetic field for T < Tc and T > Tc. It is shown that these...</tc>

The superheating of condensed noble gases (argon, krypton, xenon) was investigated by the techniques of continuous heating of liquid specimen in a glass capillary. Experiments covered the pressure range 1–35 bar at the nucleation rates ≈105 cm-3 s-1. The superheating data obtained here were...

It is shown that the coefficients of friction and diffusion of the magnetic Balescu-Lenard equation describing the interaction of ion test particles with electron field particles can be derived from two scalar potentials, which reduce to the potentials derived previously when wave effects are...

We have developed a new technique for calculating certain asymptotic random walk properties on sparsely periodic and related random lattices in two and three dimensions. This technique is based on an ansatz which relates the number of lattice bonds in “irreducible lattice fragments” to the...

The perturbation of the stationary solitary solution of a feeder-eater Volterra equation by a small linear dissipative-like term is studied both numerically and analytically and leads to the existence of “quasi-solitons” which are hybrid non-stationary profiles constituted each by a high...

In this paper transport processes of reacting systems are investigated, based on the Boltzmann equations. The Boltzmann equations are solved by means of Grad's moment method to thirteen moments and some formal results are obtained for transport properties. It is shown that the rate coefficients...

A formalism is obtained for classical systems which is the counterpart of the S-operator formalism of quantum theory. It is an extension of the formalism of N-particle kinetic equations (generalized master equations) in statistical mechanics, and depends on the application of orthogonal...

Results are given for the diffusion and thermal-diffusion coefficients of abinary mixture consisting of particles with constant differential cross-sections (“hard spheres”).

A new set of isotopic thermal diffusion factors for Ar, Kr and Xe is reported. The data have been obtained from thermal diffusion column measurements in a column previously calibrated with Ne gas, and complete the αT data for the binary mixtures of noble gases given previously. The results lead...