Eduardo Vitral
Eduardo Vitral
Postdoctoral Scholar, University of Nevada, Reno
Dirección de correo verificada de unr.edu - Página principal
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Nano-patterning of surfaces by ion sputtering: Numerical study of the anisotropic damped kuramoto-sivashinsky equation
E Vitral, D Walgraef, J Pontes, GR Anjos, N Mangiavacchi
Computational Materials Science 146, 193-203, 2018
92018
Role of Gaussian curvature on local equilibrium and dynamics of smectic-isotropic interfaces
E Vitral, PH Leo, J Vinals
Physical Review E 100 (3), 032805, 2019
62019
Spiral defect chaos in Rayleigh-Bénard convection: Asymptotic and numerical studies of azimuthal flows induced by rotating spirals
E Vitral, S Mukherjee, PH Leo, J Viñals, MR Paul, ZF Huang
Physical Review Fluids (5), 093501, 2020
32020
Model of the dynamics of an interface between a smectic phase and an isotropic phase of different density
E Vitral, PH Leo, J Vinals
Physical Review Fluids 5 (7), 073302, 2020
22020
Phase-field model for a weakly compressible soft layered material: morphological transitions on smectic–isotropic interfaces
E Vitral, PH Leo, J Viñals
Soft Matter, 2021
12021
Mesoscale models for soft layered materials: the role of curvatures in topological defect motion, flows and instabilities
E Vitral
University of Minnesota, 2020
1*2020
Stripe patterns orientation resulting from nonuniform forcings and other competitive effects in the Swift–Hohenberg dynamics
DL Coelho, E Vitral, J Pontes, N Mangiavacchi
Physica D: Nonlinear Phenomena 427, 133000, 2021
2021
Quadratic-stretch elasticity
E Vitral, JA Hanna
arXiv preprint arXiv:2104.11714, 2021
2021
Weakly compressible smectic-isotropic model: coalescence, flows and focal conic defects
E Vitral, PH Leo, J Vinals
Bulletin of the American Physical Society, 2021
2021
Numerical scheme for solving the nonuniformly forced cubic and quintic Swift-Hohenberg equations strictly respecting the Lyapunov functional
DL Coelho, E Vitral, J Pontes, N Mangiavacchi
arXiv preprint arXiv:2007.16080, 2020
2020
A phase-field model for a modulated-disordered interface with varying density
E Vitral, PH Leo, J Vinals
Bulletin of the American Physical Society 65, 2020
2020
Nano-patterning of surfaces by ion sputtering: Numerical study of the damping effect on the anisotropic Kuramoto-Sivashinsky equation
E Vitral, D Walgraef, J Pontes, GR Anjos, N Mangiavacchi
COBEM 2015, 2016
2016
Nano-patterning of surfaces by ion sputtering: numerical study of an anisotropic Kuramoto-Sivashinsky equation
E Vitral
PPGEM - UERJ, 2015
2015
El sistema no puede realizar la operación en estos momentos. Inténtalo de nuevo más tarde.
Artículos 1–13