| 1 |
Lorentz Excitable Lattice Gas Automata (LELGA) for optimization of Lennard-Jones atomic cluster size up to N <= 383
Zarezadeh Z, Costantini G
Chemical Physics Letters, 727, 45, 2019 |
| 2 |
Gas hydrate decomposition rate in flowing water
Hamaguchi R, Nishimura Y, Inoue G, Matsukuma Y, Minemoto M
Journal of Energy Resources Technology-Transactions of The ASME, 129(2), 102, 2007 |
| 3 |
Numerical simulation of the flow field in the mixing section of a screw extruder by the lattice gas automata method
Horiguchi H, Takahashi K, Yokota T
Journal of Chemical Engineering of Japan, 36(1), 110, 2003 |
| 4 |
Design of uniform flow in equipments by lattice gas automata method and an evaluation of its adaptability to parallel processing
Hioka E, Matsukuma Y, Inoue G, Minemoto M
KAGAKU KOGAKU RONBUNSHU, 29(3), 421, 2003 |
| 5 |
Explicit numerical simulation of fluids in reconstructed porous media
Humby SJ, Biggs MJ, Tuzun U
Chemical Engineering Science, 57(11), 1955, 2002 |
| 6 |
Thermodynamic automaton simulations of fluid flow and diffusion in porous media
Yang D, Udey N, Spanos TJT
Transport in Porous Media, 35(1), 37, 1999 |
| 7 |
Effective parameter interpretation and extrapolation of dispersion simulations by means of a simple two-velocity model
Grubert D
Transport in Porous Media, 37(2), 153, 1999 |
| 8 |
Stochastic cellular automata models of molecular excited-state dynamics
Seybold PG, Kier LB, Cheng CK
Journal of Physical Chemistry A, 102(6), 886, 1998 |
| 9 |
Numerical Experiments on Paper-Fluid Interaction - Permeability of a 3-Dimensional Anisotropic Fiber Network
Qi D, Uesaka T
Journal of Materials Science, 31(18), 4865, 1996 |
| 10 |
On the Effects of Molecular Fluctuations on Models of Chemical Chaos
Matias MA, Guemez J
Journal of Chemical Physics, 102(4), 1597, 1995 |
