A.J.H. Ossendrijver, A. Santos, and M.H. Ernst. Lattice gases with static disorder: Renormalization of mean field theory. Journal of Statistical Physics, 71(5/6):1015--1042, 1993. Home/Search Document Not in Database Summary Related Articles Check |
This paper is cited in the following contexts:
Lattice-Gas Dynamics, Volume I Viscous Fluids - Yepez (1996) (6 citations) (Correct)
.... hydrodynamics and thermohydrodynamics [26, 34, 43, 2, 67] immiscible fluids [75, 25, 46, 45] multiphase systems [21, 4, 3, 5, 103, 44, 77, 99, 98, 78] reaction di#usion systems [31, 57, 53] magnetohydrodynamics [23, 24, 27, 66] flow through porous media [74, 28] renormalized kinetic theory [55, 17, 50, 18, 92, 70, 12], and quantum dynamics [83, 84, 104] A good review of the lattice gas subject, with particular emphasis on interfaces, phase transitions, and multiphase flow, has recently been presented by Rothman and Zaleski [76] Additionally, a fairly comprehensive bibliography of the subject has been ....
A.J.H. Ossendrijver, A. Santos, and M.H. Ernst. Lattice gases with static disorder: Renormalization of mean field theory. Journal of Statistical Physics, 71(5/6):1015--1042, 1993.
A Quantum Lattice-Gas Model for Computational Fluid Dynamics - Yepez (1999) (2 citations) (Correct)
.... lattice gas method has been undergoing improvement, beginning in the mid 1970 s up to the present day by many researchers, including Hardy, de Pazzis and Pomeau [50] Kadano#, McNamara, and Zanetti [51, 52, 53, 54] Boghosian et al. 55, 56, 57, 58] Boon et al. 59, 60] Ernst, Das, Brito,et al. [61, 62, 63, 64], Henon [41, 65] Doolen, S. Chen, et al. 66, 67, 68, 69, 70, 71] Frisch, Pomeau, d Humieres et al. 35, 36] Appert, Zeleski, and Rothman et al. 42, 43, 44, 45, 46] and Yepez [47, 48, 49, 72, 73] This is by no means either an exhaustive list of all researchers or publications in this ....
....the particle particle correlations, which arise from onsite collisions at the microscopic scale. This is called renormalization, and it which give rise to corrections the Boltzmann estimates of the transport coe#cients. Renormalization theory for lattice gases has been worked out by Ernst et al. [62, 64] and by Boghosian [93] who has developed diagrammatic expansion methods for determining a renormalized J . Various approximations to sum terms involving higher and higher order particle particle correlations, including the ring collisions for example, in certain cases are necessary to correctly ....
A.J.H. Ossendrijver, A. Santos, and M.H. Ernst. Lattice gases with static disorder: Renormalization of mean field theory. Journal of Statistical Physics, 71(5/6):1015--1042, 1993.
The Classical Lattice-Gas Method - Yepez (1999) (Correct)
No context found.
A.J.H. Ossendrijver, A. Santos, and M.H. Ernst. Lattice gases with static disorder: Renormalization of mean field theory. Journal of Statistical Physics, 71(5/6):1015--1042, 1993.
The Classical Lattice-Gas Method - Yepez (1999) (Correct)
No context found.
A.J.H. Ossendrijver, A. Santos, and M.H. Ernst. Lattice gases with static disorder: Renormalization of mean field theory. Journal of Statistical Physics, 71(5/6):1015--1042, 1993.
Lattice-Gas Dynamics, Volume I - Viscous Fluids - Yepez (1995) (6 citations) (Correct)
No context found.
A.J.H. Ossendrijver, A. Santos, and M.H. Ernst. Lattice gases with static disorder: Renormalization of mean field theory. Journal of Statistical Physics, 71(5/6):1015--1042, 1993.
Lattice-Gas Quantum Computing - Yepez (1999) (Correct)
No context found.
A.J.H. Ossendrijver, A. Santos, and M.H. Ernst. Lattice gases with static disorder: Renormalization of mean field theory. Journal of Statistical Physics, 71(5/6):1015--1042, 1993.
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