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Phase transformations, fracture, and other structural changes in inelastic materials

International journal of plasticity, 2021-05, Vol.140, p.102914, Article 102914

Levitas, Valery I.

2021

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FEM modeling of plastic flow and strain-induced phase transformation in BN under high pressure and large shear in a rotational diamond anvil cell

International journal of plasticity, 2019-02, Vol.113, p.236-254

2019

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Coupled elastoplasticity and plastic strain-induced phase transformation under high pressure and large strains: Formulation and application to BN sample compressed in a diamond anvil cell

International journal of plasticity, 2017-09, Vol.96, p.156-181

2017

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Large elastoplastic deformation of a sample under compression and torsion in a rotational diamond anvil cell under megabar pressures

International journal of plasticity, 2017-05, Vol.92, p.79-95

2017

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Interface propagation and microstructure evolution in phase field models of stress-induced martensitic phase transformations

International journal of plasticity, 2010-03, Vol.26 (3), p.395-422

2010

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Phase field approach for stress- and temperature-induced phase transformations that satisfies lattice instability conditions. Part I. General theory

International journal of plasticity, 2018-07, Vol.106, p.164-185

Levitas, Valery I.

2018

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Micromechanical modeling of stress-induced phase transformations. Part 1. Thermodynamics and kinetics of coupled interface propagation and reorientation

International journal of plasticity, 2009-02, Vol.25 (2), p.239-280

2009

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Thermodynamically consistent and scale-dependent phase field approach for crack propagation allowing for surface stresses

International journal of plasticity, 2018-12, Vol.111, p.1-35

2018

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Phase-field theory for martensitic phase transformations at large strains

International journal of plasticity, 2013-10, Vol.49, p.85-118

Levitas, Valery I.

2013

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Phase-field approach for stress- and temperature-induced phase transformations that satisfies lattice instability conditions. Part 2. simulations of phase transformations Si I↔ Si II

International journal of plasticity, 2018-08, Vol.107, p.223-245

2018

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Burn time of aluminum nanoparticles: Strong effect of the heating rate and melt-dispersion mechanism

Combustion and flame, 2009-02, Vol.156 (2), p.543-546

Levitas, Valery I.

2009

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Melt dispersion mechanism for fast reaction of aluminum nano- and micron-scale particles: Flame propagation and SEM studies

Combustion and flame, 2014-06, Vol.161 (6), p.1668-1677

2014

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Large elastoplasticity under static megabar pressures: Formulation and application to compression of samples in diamond anvil cells

International journal of plasticity, 2016-09, Vol.84 (C), p.33-57

2016

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Fast reactions with nano- and micrometer aluminum: A study on oxidation versus fluorination

Combustion and flame, 2008-12, Vol.155 (4), p.619-634

2008

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Effect of oxide shell growth on nano-aluminum thermite propagation rates

Combustion and flame, 2012-11, Vol.159 (11), p.3448-3453

2012

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Sublimation, chemical decomposition, and melting inside an elastoplastic material: General continuum thermodynamic and kinetic theory

International journal of plasticity, 2012-07, Vol.34, p.41-60

Levitas, Valery I.

2012

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Micromechanical modeling of stress-induced phase transformations. Part 2. Computational algorithms and examples

International journal of plasticity, 2009-03, Vol.25 (3), p.546-583

2009

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Toward design of the pre-stressed nano- and microscale aluminum particles covered by oxide shell

Combustion and flame, 2011-07, Vol.158 (7), p.1413-1417

2011

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Thermodynamics and kinetics of nucleation of a spherical gas bubble inside an elastoplastic material due to sublimation

International journal of plasticity, 2012-07, Vol.34, p.12-40

2012

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A mechanistic perspective of atmospheric oxygen sensitivity on composite energetic material reactions

Combustion and flame, 2014-04, Vol.161 (4), p.1131-1134

2014

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Stress relaxation in pre-stressed aluminum core–shell particles: X-ray diffraction study, modeling, and improved reactivity

Combustion and flame, 2016-08, Vol.170 (C), p.30-36

2016

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Structural changes in elastoplastic material: a unified finite-element approach to phase transformation, twinning and fracture

International journal of plasticity, 2000-01, Vol.16 (7), p.893-949

2000

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Structural changes without stable intermediate state in inelastic material. Part I. General thermomechanical and kinetic approaches

International journal of plasticity, 2000-06, Vol.16 (7), p.805-849

Levitas, Valery I.

2000

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Structural changes without stable intermediate state in inelastic material. Part II. Applications to displacive and diffusional–displacive phase transformations, strain-induced chemical reactions and ductile fracture

International journal of plasticity, 2000-06, Vol.16 (7), p.851-892

Levitas, Valery I.

2000

Volltextzugriff (PDF)

Critical thought experiment to choose the driving force for interface propagation in inelastic materials

International journal of plasticity, 2002-11, Vol.18 (11), p.1499-1525

Levitas, Valery I.

2002

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Phase transformations, fracture, and other structural changes in inelastic materials

FEM modeling of plastic flow and strain-induced phase transformation in BN under high pressure and large shear in a rotational diamond anvil cell

Coupled elastoplasticity and plastic strain-induced phase transformation under high pressure and large strains: Formulation and application to BN sample compressed in a diamond anvil cell

Large elastoplastic deformation of a sample under compression and torsion in a rotational diamond anvil cell under megabar pressures

Interface propagation and microstructure evolution in phase field models of stress-induced martensitic phase transformations

Phase field approach for stress- and temperature-induced phase transformations that satisfies lattice instability conditions. Part I. General theory

Micromechanical modeling of stress-induced phase transformations. Part 1. Thermodynamics and kinetics of coupled interface propagation and reorientation

Thermodynamically consistent and scale-dependent phase field approach for crack propagation allowing for surface stresses

Phase-field theory for martensitic phase transformations at large strains

Phase-field approach for stress- and temperature-induced phase transformations that satisfies lattice instability conditions. Part 2. simulations of phase transformations Si I↔ Si II

Burn time of aluminum nanoparticles: Strong effect of the heating rate and melt-dispersion mechanism

Melt dispersion mechanism for fast reaction of aluminum nano- and micron-scale particles: Flame propagation and SEM studies

Large elastoplasticity under static megabar pressures: Formulation and application to compression of samples in diamond anvil cells

Fast reactions with nano- and micrometer aluminum: A study on oxidation versus fluorination

Effect of oxide shell growth on nano-aluminum thermite propagation rates

Sublimation, chemical decomposition, and melting inside an elastoplastic material: General continuum thermodynamic and kinetic theory

Micromechanical modeling of stress-induced phase transformations. Part 2. Computational algorithms and examples

Toward design of the pre-stressed nano- and microscale aluminum particles covered by oxide shell

Thermodynamics and kinetics of nucleation of a spherical gas bubble inside an elastoplastic material due to sublimation

A mechanistic perspective of atmospheric oxygen sensitivity on composite energetic material reactions

Stress relaxation in pre-stressed aluminum core–shell particles: X-ray diffraction study, modeling, and improved reactivity

Structural changes in elastoplastic material: a unified finite-element approach to phase transformation, twinning and fracture

Structural changes without stable intermediate state in inelastic material. Part I. General thermomechanical and kinetic approaches

Structural changes without stable intermediate state in inelastic material. Part II. Applications to displacive and diffusional–displacive phase transformations, strain-induced chemical reactions and ductile fracture

Critical thought experiment to choose the driving force for interface propagation in inelastic materials

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