J. Viñals

发表

A coarse-grained phase-field crystal model of plastic motion

A. Voigt, K. Elder, L. Angheluta, 2019, Journal of the Mechanics and Physics of Solids.

Bifurcation threshold of the delayed van der Pol oscillator under stochastic modulation.

F. Drolet, J. Viñals, M. Gaudreault, 2012, Physical review. E, Statistical, nonlinear, and soft matter physics.

Numerical study of the entropy loss of dimerization and the folding thermodynamics of the GCN4 leucine zipper.

Andrzej Kolinski, Jeffrey Skolnick, J. Skolnick, 2002, Biophysical journal.

Pitchfork and Hopf bifurcation thresholds in stochastic equations with delayed feedback.

J. Viñals, M. Gaudreault, F. Lépine, 2008, Physical review. E, Statistical, nonlinear, and soft matter physics.

Model of the dynamics of an interface between a smectic phase and an isotropic phase of different density

P. Leo, J. Viñals, Eduardo Vitral, 2020, 2007.15804.

Fluid Physics in a Fluctuating Acceleration Environment

F. Drolet, J. Viñals, J. Thomson, 1996 .

Numerical study of pattern formation in weakly damped parametric surface waves

Wenbin Zhang, Wenbin Zhang, J. Viñals, 1998 .

Phenomenological model of weakly damped Faraday waves and the associated mean flow.

J. Vega, S. Rüdiger, J. Viñals, 2004, Physical review. E, Statistical, nonlinear, and soft matter physics.

Noise and pattern selection in the one-dimensional Swift-Hohenberg equation

M. S. Miguel, R. Toral, E. Hernández‐García, 1992 .

Coherent Structures in Convection and Parametrically Driven Surface Waves a

J. Viñals, 1998 .

Anisotropic Linear Response in Block Copolymer Lamellar Phases

J. Viñals, C. Yoo, 2012 .

The propagation of infection fronts in spatially distributed compartment models in epidemiology

J. Rudnick, D. Jasnow, J. Viñals, 2022, 2206.13469.

Onset of oscillatory instabilities under stochastic modulation

F. Drolet, J. Viñals, 1997, patt-sol/9704005.

Defect dynamics in mesophases

J. Viñals, 2009 .

The propagation of infection fronts in spatially distributed compartment models in epidemiology

J. Rudnick, D. Jasnow, J. Viñals, 2022, 2206.13469.

Weakly nonlinear theory of grain boundary motion in patterns with crystalline symmetry.

D. Boyer, J. Viñals, 2002, Physical review letters.

Grain boundary pinning and glassy dynamics in stripe phases.

D. Boyer, J. Viñals, 2001, Physical review. E, Statistical, nonlinear, and soft matter physics.

A phase field crystal theory of the kinematics of dislocation lines

L. Angheluta, Audun Skaugen, M. Salvalaglio, 2021, Journal of the Mechanics and Physics of Solids.

Scaling in linear bubble models of grain growth

W. Mullins, J. Viñals, 1993 .

Nonlinear Electrophoresis of Colloids Controlled by Anisotropic Conductivity and Permittivity of Liquid-Crystalline Electrolyte

O. Lavrentovich, Sathyanarayana Paladugu, J. Viñals, 2017 .

Motion of a transverse/parallel grain boundary in a block copolymer under oscillatory shear flow

F. Drolet, J. Viñals, 2003, cond-mat/0301446.

Stability of parallel/perpendicular domain boundaries in lamellar block copolymers under oscillatory shear

Zhi-Feng Huang, J. Viñals, 2006, cond-mat/0605236.

Structural Rheology of Microphase Separated Diblock Copolymers

T. Ohta, J. Viñals, R. Tamate, 2008 .

Stability of a Fluid Surface in a Microgravity Environment

J. Casademunt, R. Sekerka, Wenbin Zhang, 1993 .

Q-tensor model for electrokinetics in nematic liquid crystals

N. Walkington, O. Lavrentovich, M. Calderer, 2016, 1612.03446.

Linear bubble model of abnormal grain growth

W. Mullins, J. Viñals, 2001, cond-mat/0110242.

W. Mullins, J. Viñals, 1997, cond-mat/9707063.

Kinetics of island growth for a model of H/Fe

J. Gunton, J. Viñals, 1985 .

Effect of elasticity on late stage coarsening

R. Sekerka, W. Mullins, P. Leo, 1990 .

W. W. Mullins, Jorge Vinals, W. Mullins, 1989 .

Separation of Elastic and Plastic Timescales in a Phase Field Crystal Model.

L. Angheluta, Audun Skaugen, J. Viñals, 2018, Physical review letters.

Dislocation dynamics and crystal plasticity in the phase-field crystal model

L. Angheluta, Audun Skaugen, J. Viñals, 2017, 1710.05320.

Impact of lattice rotation on dislocation motion

J. Rickman, J. Viñals, Brent Perreault, 2014, 1405.7289.

Numerical method for the equilibrium configurations of a Maier-Saupe bulk potential in a Q-tensor model of an anisotropic nematic liquid crystal

Shawn W. Walker, Cody D. Schimming, Jorge Vinals, 2021, J. Comput. Phys..

TWO-PHASE BINARY FLUIDS AND IMMISCIBLE FLUIDS DESCRIBED BY AN ORDER PARAMETER

M. Gurtin, D. Polignone, J. Viñals, 1995, patt-sol/9506001.

Lamellar phase stability in diblock copolymers under reciprocating shear flows

J. Viñals, Peilong Chen, 2001 .

Lamellae Alignment by Shear Flow in a Model of a Diblock Copolymer

F. Drolet, J. Viñals, Peilong Chen, 1999 .

Coarsening of solid-liquid mixtures in a random acceleration field

J. Casademunt, F. Drolet, J. Viñals, 1996, patt-sol/9607003.

Flow induced by a randomly vibrating boundary

D. Volfson, J. Viñals, 2000, Journal of Fluid Mechanics.

EXTENDED CONSTITUTIVE LAWS FOR LAMELLAR PHASES

J. Viñals, C. Yoo, 2013 .

Equilibrium morphology of tactoids in elastically anisotropic nematics.

J. Viñals, C. Schimming, 2022, Soft matter.

Coarse‐grained description of thermo‐capillary flow

David Jasnow, D. Jasnow, J. Viñals, 1996, patt-sol/9601004.

Phase-field model for a weakly compressible soft layered material: morphological transitions on smectic-isotropic interfaces.

P. Leo, J. Viñals, Eduardo Vitral, 2021, Soft matter.

Unified framework for dislocation-based defect energetics

R. LeSar, J. Viñals, J. M. Rickman *, 2004, cond-mat/0407410.

Field dislocation mechanics and phase field crystal models

A. Acharya, J. Viñals, 2020, 2005.08151.

Measuring the homogeneity of ceramic superconductors by eddy current probing

L. Testardi, W. G. Jenks, J. Viñals, 1992 .

Analytical determination of the bifurcation thresholds in stochastic differential equations with delayed feedback.

F. Drolet, J. Viñals, M. Gaudreault, 2010, Physical review. E, Statistical, nonlinear, and soft matter physics.

Kinematics and dynamics of disclination lines in three-dimensional nematics

J. Viñals, C. Schimming, 2022, Proceedings of the Royal Society A.

Anisotropic disclination cores in nematic liquid crystals modeled by a self-consistent molecular field theory.

J. Viñals, C. Schimming, 2020, Physical review. E.

Spiral defect chaos in Rayleigh-Bénard convection: Asymptotic and numerical studies of azimuthal flows induced by rotating spirals

M. Paul, P. Leo, Zhi-Feng Huang, 2020, 2006.00147.

A connection between living liquid crystals and electrokinetic phenomena in nematic fluids.

J. Viñals, O. Valls, C. Conklin, 2018, Soft matter.

Role of Gaussian curvature on local equilibrium and dynamics of smectic-isotropic interfaces.

P. Leo, J. Viñals, Eduardo Vitral, 2019, Physical review. E.

Pattern Selection in Faraday Waves

Peilong Chen, J. Viñals, Jorge Viñals, 1997, patt-sol/9702002.

The role of viscoelastic contrast in orientation selection of block copolymer lamellar phases under oscillatory shear

J. Viñals, C. Yoo, 2012, 1301.2349.

Lamellar phase stability in diblock copolymers under oscillatory shear flows

J. Viñals, Peilong Chen, 2001, cond-mat/0109068.

Singularity identification for the characterization of topology, geometry, and motion of nematic disclination lines.

J. Viñals, C. Schimming, 2022, Soft matter.

Pattern formation in weakly damped parametric surface waves

Wenbin Zhang, Jorge Vinals, Wenbin Zhang, 1996, Journal of Fluid Mechanics.

Domain coarsening of stripe patterns close to onset.

D. Boyer, J. Viñals, 2001, Physical review. E, Statistical, nonlinear, and soft matter physics.

Tilt grain boundary instabilities in three-dimensional lamellar patterns.

Zhi-Feng Huang, J. Viñals, 2004, Physical review. E, Statistical, nonlinear, and soft matter physics.

Dislocation nucleation in the phase-field crystal model

L. Angheluta, Audun Skaugen, J. Viñals, 2020, 2009.07524.

Modelling of dislocation structures in materials

J. Rickman, J. Viñals, 1996, mtrl-th/9604001.

Field-induced columnar structures in a quasi-two-dimensional system of dipolar particles.

J. Viñals, Peilong Chen, Ching-chung Hsueh, 2007, Physical review. E, Statistical, nonlinear, and soft matter physics.

Flow due to a randomly vibrating plane boundary

J. Viñals, Chetan Vig, 2007 .

Liquid crystals with patterned molecular orientation as an electrolytic active medium.

Chenhui Peng, Qi-Huo Wei, Christopher Conklin, 2015, Physical review. E, Statistical, nonlinear, and soft matter physics.

Numerical estimation of entropy loss on dimerization: improved prediction of the quaternary structure of the GCN4 leucine zipper

J. Skolnick, A. Kolinski, J. Viñals, 2002, physics/0204006.

Stochastic Modeling of the Residual Acceleration Field in a Microgravity Environment

J. Casademunt, J. Viñals, 2001 .

Electrokinetic flows in liquid crystal thin films with fixed anchoring.

J. Viñals, C. Conklin, 2016, Soft matter.

Amplitude equation and pattern selection in Faraday waves.

J. Viñals, P. Chen, P Chen, 1997, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics.

Collapse transition of a hydrophobic self-avoiding random walk in a coarse-grained model solvent.

J. Viñals, Mathieu Gaudreault, 2009, Physical review. E, Statistical, nonlinear, and soft matter physics.

Pitchfork and Hopf bifurcation thresholds in stochastic equations with delayed feedback.

J. Viñals, F. Lépine, Mathieu Gaudreault, 2009, Physical review. E, Statistical, nonlinear, and soft matter physics.

Orientation selection in lamellar phases by oscillatory shears.

Zhi-Feng Huang, J. Viñals, 2006, Physical review. E, Statistical, nonlinear, and soft matter physics.

Shear-induced grain boundary motion for lamellar phases in the weakly nonlinear regime.

Zhi-Feng Huang, J. Viñals, 2003, Physical review. E, Statistical, nonlinear, and soft matter physics.

Pattern formation in weakly damped parametric surface waves driven by two frequency components

Wenbin Zhang, J. Viñals, 1997, Journal of Fluid Mechanics.

Cavity flow induced by a fluctuating acceleration field

J. Casademunt, J. Viñals, J. Thomson, 1995 .

Study of the parametric oscillator driven by narrow‐band noise to model the response of a fluid surface to time‐dependent accelerations

J. Casademunt, Wenbin Zhang, J. Viñals, 1993 .

Computational molecular field theory for nematic liquid crystals.

J. Viñals, C. Schimming, 2020, Physical review. E.

Mixing of a two-phase fluid by cavity flow.

R. Chella, Viñals, J. Viñals, 1996, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics.

Numerical solution of the Swift-Hohenberg equation in two dimensions

James D. Gunton, Jorge Vinals, J. Gunton, 1991 .

Numerical Studies of the Dynamics of Unstable Interfaces

D. Jasnow, J. Viñals, 1993 .

Pattern formation in reversible cellular automata

J. Gunton, J. Viñals, 1986 .

A tensor density measure of topological charge in three dimensional nematic phases

J. Viñals, C. Schimming, 2023, 2308.04496.

Adiabatic reduction near a bifurcation in stochastically modulated systems

F. Drolet, J. Viñals, 1997, patt-sol/9712001.

Statistical saturation of buoyant flow induced by a fluctuating acceleration

J. Viñals, J. Thomson, 1996 .