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Phase-field model for Hele-Shaw flows with arbitrary viscosity contrast. II. Numerical studyGrowth of oriented p-aminobenzoic acid crystals by directional freezing.Phase-field modeling of two-dimensional crystal growth with anisotropic diffusion.Theory and computation of directional nematic phase ordering.Phase-field model for Hele-Shaw flows with arbitrary viscosity contrast. I. Theoretical approach.Phase-field lattice kinetic scheme for the numerical simulation of dendritic growth.Selection Theory of Dendritic Growth with Anisotropic Diffusion
P2860
Q21686229-A08778D0-A85F-491E-8D64-16EB0803041FQ41404921-60A30969-6496-4135-89FC-B89D8206592CQ44752947-BFE8570E-93F2-4928-867F-D8F03BEB06D7Q51617182-B3DF7FB1-247B-4718-8713-A76513E4A39CQ52042004-E847A513-5F91-40C5-A2EF-DD8571F44E08Q52934588-7B7BE4A1-18FC-43A8-8CFF-74496BD4D90FQ59101759-F02EEACD-094E-4B1F-82A7-2B80E1233EFC
P2860
description
wetenschappelijk artikel
@nl
наукова стаття, опублікована в жовтні 1998
@uk
name
Heat diffusion anisotropy in dendritic growth:
@en
Heat diffusion anisotropy in dendritic growth:
@nl
type
label
Heat diffusion anisotropy in dendritic growth:
@en
Heat diffusion anisotropy in dendritic growth:
@nl
prefLabel
Heat diffusion anisotropy in dendritic growth:
@en
Heat diffusion anisotropy in dendritic growth:
@nl
P2093
P1476
Heat diffusion anisotropy in dendritic growth:
@en
P2093
A Hernández-Machado
J Casademunt
L Ramı́rez-Piscina
R González-Cinca
T Börzsönyi
T Tóth-Katona
P304
P356
10.1016/S0022-0248(98)00505-3
P577
1998-10-01T00:00:00Z