# Hybrid equilibria of field-reversed configurations

## Related Articles

- Shear-rate dependent transport coefficients in a binary mixture of Maxwell molecules. Marín, C.; Garzó, V.; López de Haro, M. // Physics of Fluids;Mar2000, Vol. 12 Issue 3
Mass and heat transport in a dilute binary mixture of Maxwell molecules under steady shear flow are studied in the limit of small concentration gradients. The analysis is made from the Gross-Krook kinetic model of the Boltzmann equation. This model is solved by means of a perturbation solution...

- Transport Properties of a Kinetic Model for Chemical Reactions without Barriers. Alves, Giselle M.; Kremer, Gilberto M.; Soares, Ana Jacinta // AIP Conference Proceedings;5/20/2011, Vol. 1333 Issue 1, p643
A kinetic model of the Boltzmann equation for chemical reactions without energy barrier is considered here with the aim of evaluating the reaction rate and characterizing the transport coefficient of shear viscosity for the reactive system. The Chapman-Enskog solution of the Boltzmann equation...

- Rate of Convergence to Equilibrium for the Spatially Homogeneous Boltzmann Equation with Hard Potentials. Mouhot, Cl�ment // Communications in Mathematical Physics;Jan2006, Vol. 261 Issue 3, p629
For the spatially homogeneous Boltzmann equation with hard potentials and Grad's cutoff (e.g. hard spheres), we give quantitative estimates of exponential convergence to equilibrium, and we show that the rate of exponential decay is governed by the spectral gap for the linearized equation, on...

- Nonlinear Transport in Inelastic Maxwell Mixtures Under Simple Shear Flow. Garzó, Vicente // Journal of Statistical Physics;Aug2003, Vol. 112 Issue 3/4, p657
The Boltzmann equation for inelastic Maxwell models is used to analyze nonlinear transport in a granular binary mixture in the steady simple shear flow. Two different transport processes are studied. First, the rheological properties (shear and normal stresses) are obtained by solving exactly...

- Chemical energy release and dynamics of transitional, reactive shear flows. Grinstein, F. F.; Kailasanath, K. // Physics of Fluids A;Oct92, Vol. 4 Issue 10, p2207
Results are reported from numerical studies of a compressible, subsonic reactive mixing layer, on the the effects of chemical-reaction exothermicity on the shear-layer development, and the dependence of these effects on initial conditions. The model solves the unsteady, conservation equations...

- Uniform shear flow in a binary mixture with general repulsive interactions. Marin, C.; Garzo, V. // Physics of Fluids;Oct96, Vol. 8 Issue 10, p2756
Reexamines the uniform shear flow (USF) problem for a dilute binary mixture. Gross-Krook kinetic model for binary mixture; Transport phenomena; Incorporation of temperature dependence of the collision frequencies; General repulsive interactions; Rheological properties of the mixture.

- Radially global gyrokinetic simulation studies of transport barriers. Parker, S. E.; Mynick, H. E.; Artun, M.; Cummings, J. C.; Decyk, V.; Kepner, J. V.; Lee, W. W.; Tang, W. M. // Physics of Plasmas;May96, Vol. 3 Issue 5, p1959
Studies effects that are linearly stabilizing and may cause the formation of tokamak transport barriers. Improvements in tokamak transport obtained in a variety of operational modes; Sheared toroidal rotation; Reversed magnetic shear; Peaked density profiles; Effect of toroidal shear flow on...

- A unified description of null and non-null shear-free congruences. Benn, I. M. // Journal of Mathematical Physics;Apr94, Vol. 35 Issue 4, p1796
A simple tensor equation is given that is satisfied by null vectors if and only if they are proportional to shear-free geodesics. Non-null vectors satisfy this equation if and only if they can be normalized to shear-free unit vectors. Thus this equation unifies the treatment of the null and...

- Generalization of the Hecke Theorem for the Nonlinear Boltzmann Collision Integral in the Axisymmetric Case. Énder, A.Ya.; Énder, I.A. // Technical Physics;Feb2003, Vol. 48 Issue 2, p138
The properties of the nonlinear collision integral in the Boltzmann equation are studied. Expansions in spherical Hermitean polynomials are used. It was shown [1] that the nonlinear matrix elements of the collision operator are related to each other by simple expressions, which are valid for...