 equation 
We performed both parallelmoleculardynamics simulations and integralequation theory calculations on binary mixtures of LennardJones particles.


However, the simultation analysis appears to be more promising since, in contrast to the integralequation theory in which the spinodal lines can only be approched, information on the microscopic structure of the new phases can be obtained.


As for applications of this method to nonlinear equations, the same technique allows us to obtain an efficient yet simple algorithm for the numerical solution of the AmbartsumianChandrasekharHequation corresponding to a Neumannseries expansion.


This paper presents the results of calculations of electron drift velocity, mean energy and ionization, and attachment coefficients in SF6: C3H8: He mixtures performed according to the multiterm Boltzmannequation analysis.


Analysis of the evolution of perturbations in a magnetized collisionless plasma with an integralequation technique


Global Behavior of the Solutions of a MaxEquation and of a System of Two MaxEquations


In this paper we study the existence of generalized invariants, the periodicity, the boundedness and persistence of the solutions of a Maxequation and of a system of two Maxequations.


Being constrained by a statistical history that effectively begins in 1993, it uses high frequency data and principal components analysis to construct a singleequation model that generates elasticities and is applied to twoquarterahead forecasts.


Based on the characteristics of these diagrams, the coupleequation method was improved, and the summation of specific classes of these diagrams is to an infinite order, and the resonant peaks with the widths are obtained first.


The homotopy formulas of (r, s) differential forms and the solution ofequation of type (r, s) on localqconvex domains in Stein manifolds are obtained.


The homotopy formulas on localqconvex domains have important applications in uniform estimates ofequation and holomorphic extension of CRmanifolds.


On the general equations, double hormonic equation and eigenequation in the problems of ideal plasticity


Existence theorems for a class of Chandrasekhar Hequation with perturbation in transpory theory


Similar theory and the applicable ranges of oneequation and twoequation models


Here, we are discussing the applicable ranges of oneequation and twoequation turbulence models with the viewpoint of similar theory.


A Kε twoequation turbulence model for the solidliquid twophase flows


A twoequation turbulence model has been developed for predicting twophase flow.


In the examples, the boundaryvalue problems of the plate are solved by applying the Navierequation's solutions and their closedform solutions are obtained.


The intensities of spectral lines emitted by an axialsymmetric lightsource and transformed by the Abelintegralequation are given as a function of the distance from the axis.


According to the SahaLangmuirequation the ionization efficiency, at constant rate of arriving atoms, is a function of temperature passing a maximum at a certain high temperature (～1100°K).

