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Generalization of a Nonlinear Maxwell-Type Viscoelastoplastic Model and Simulation of Creep and Recovery Curves

Mechanics of composite materials, 2023-07, Vol.59 (3), p.441-454

Khokhlov, A. V.

2023

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Hybridization of a Linear Viscoelastic Constitutive Equation and a Nonlinear Maxwell-Type Viscoelastoplastic Model, and Analysis of Poisson’s Ratio Evolution Scenarios under Creep

Physical mesomechanics, 2024-06, Vol.27 (3), p.229-255

Khokhlov, A. V.

2024

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Equilibrium Point and Phase Portrait of a Model for Flow of Tixotropic Media Accounting for Structure Evolution

Moscow University mechanics bulletin, 2023-08, Vol.78 (4), p.91-101

Khokhlov, A. V.

2023

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Basics of Biology of Aging for MSU Non-biologists

Moscow University biological sciences bulletin, 2023-06, Vol.78 (2), p.111-114

Khokhlov, A. N.

2023

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Why Freshwater Hydra Does Not Get Alzheimer’s Disease

Moscow University biological sciences bulletin, 2023-09, Vol.78 (3), p.198-204

Khokhlov, A. N.

2023

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Removal of Solid Sediments at Pumping and Hydroelectric Power Stations by Jet Pumps

Power technology and engineering, 2024, Vol.57 (5), p.719-723

2024

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Applicability Indicators and Identification Techniques for a Nonlinear Maxwell–Type Elastoviscoplastic Model Using Loading–Unloading Curves

Mechanics of composite materials, 2019-05, Vol.55 (2), p.195-210

Khokhlov, A. V.

2019

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Gerontology in the 21st Century: From Failures to Advances. Hopefully

Advances in gerontology, 2023-03, Vol.13 (1), p.1-3

Khokhlov, A. N.

2023

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Possibility to Describe the Alternating and Nonmonotonic Time Dependence of Poisson’s Ratio during Creep Using a Nonlinear Maxwell-Type Viscoelastoplasticity Model

Russian metallurgy Metally, 2019-10, Vol.2019 (10), p.956-963

Khokhlov, A. V.

2019

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New Composite Elastomers with Giant Magnetic Response

Macromolecular materials and engineering, 2010-04, Vol.295 (4), p.336-341

2010

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On the Cholesterol Theory of Aging–2022

Moscow University biological sciences bulletin, 2022, Vol.77 (4), p.292-296

Khokhlov, A. N.

2022

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Toward Understanding the B[e] Phenomenon. VIII. Nature and Variability of IRAS 07080+0605

The Astrophysical journal, 2022-06, Vol.932 (1), p.36

2022

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On the Capability of Linear Viscoelasticity Theory to Describe the Effect of Extending Region of Material Linearity as the Hydrostatic Pressure Grows

Moscow University mechanics bulletin, 2021, Vol.76 (1), p.7-14

Khokhlov, A. V.

2021

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Reflections of a Pessimistic Gerontologist or Why We Still Do Not Live 1000 Years

Moscow University biological sciences bulletin, 2021-12, Vol.76 (4), p.239-243

Khokhlov, A. N.

2021

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Properties of the Set of Strain Diagrams Produced by Rabotnov Nonlinear Equation for Rheonomous Materials

Mechanics of solids, 2019-05, Vol.54 (3), p.384-399

Khokhlov, A. V.

2019

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Simple theory of transitions between smectic, nematic, and isotropic phases

The Journal of chemical physics, 2015-05, Vol.142 (20), p.204905-204905

2015

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Deformation and Long-Term Strength of a Thick-Walled Tube of a Physically Non-Linear Viscoelastic Material under Constant Pressure

Russian metallurgy Metally, 2020-10, Vol.2020 (10), p.1079-1087

Khokhlov, A. V.

2020

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Two-Sided Estimates for the Relaxation Function of the Linear Theory of Heredity via the Relaxation Curves during the Ramp-Deformation and the Methodology of Identification

Mechanics of solids, 2018-05, Vol.53 (3), p.307-328

Khokhlov, A. V.

2018

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How Scientometrics Became the Most Important Science for Researchers of All Specialties

Moscow University biological sciences bulletin, 2020, Vol.75 (4), p.159-163

Khokhlov, A. N.

2020

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Loading-Unloading-Recovery Curves for Polyester Yarns and Identification of the Nonlinear Maxwell-Type Viscoelastoplastic Model

Mechanics of composite materials, 2023-03, Vol.59 (1), p.129-146

2023

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Properties of Galactic B[e] Supergiants. X. Refined Orbit and Fundamental Parameters of the HD 327083 Binary System

The Astrophysical journal, 2024-06, Vol.968 (2), p.52

2024

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Disorder-Promoted Splitting in Quasiparticle Interference at Nesting Vectors

The journal of physical chemistry letters, 2021-04, Vol.12 (12), p.3127-3134

2021

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Self-assembly in densely grafted macromolecules with amphiphilic monomer units: diagram of states

Soft matter, 2017-11, Vol.13 (45), p.8525-8533

2017

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Families of Stress-Strain, Relaxation, and Creep Curves Generated by a Nonlinear Model for Thixotropic Viscoelastic-Plastic Media Accounting for Structure Evolution Part 1. The model, Its Basic Properties, Integral Curves, and Phase Portraits

Mechanics of composite materials, 2024-03, Vol.60 (1), p.49-66

2024

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Families of Stress–Strain, Relaxation and Creep Curves Generated by a Nonlinear Model for Thixotropic Viscoelastic-Plastic Media Accounting for Structure Evolution Part 2. Relaxation and Stress-Strain Curves

Mechanics of composite materials, 2024-05, Vol.60 (2), p.259-278

2024

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Generalization of a Nonlinear Maxwell-Type Viscoelastoplastic Model and Simulation of Creep and Recovery Curves

Hybridization of a Linear Viscoelastic Constitutive Equation and a Nonlinear Maxwell-Type Viscoelastoplastic Model, and Analysis of Poisson’s Ratio Evolution Scenarios under Creep

Equilibrium Point and Phase Portrait of a Model for Flow of Tixotropic Media Accounting for Structure Evolution

Basics of Biology of Aging for MSU Non-biologists

Why Freshwater Hydra Does Not Get Alzheimer’s Disease

Removal of Solid Sediments at Pumping and Hydroelectric Power Stations by Jet Pumps

Applicability Indicators and Identification Techniques for a Nonlinear Maxwell–Type Elastoviscoplastic Model Using Loading–Unloading Curves

Gerontology in the 21st Century: From Failures to Advances. Hopefully

Possibility to Describe the Alternating and Nonmonotonic Time Dependence of Poisson’s Ratio during Creep Using a Nonlinear Maxwell-Type Viscoelastoplasticity Model

New Composite Elastomers with Giant Magnetic Response

On the Cholesterol Theory of Aging–2022

Toward Understanding the B[e] Phenomenon. VIII. Nature and Variability of IRAS 07080+0605

On the Capability of Linear Viscoelasticity Theory to Describe the Effect of Extending Region of Material Linearity as the Hydrostatic Pressure Grows

Reflections of a Pessimistic Gerontologist or Why We Still Do Not Live 1000 Years

Properties of the Set of Strain Diagrams Produced by Rabotnov Nonlinear Equation for Rheonomous Materials

Simple theory of transitions between smectic, nematic, and isotropic phases

Deformation and Long-Term Strength of a Thick-Walled Tube of a Physically Non-Linear Viscoelastic Material under Constant Pressure

Two-Sided Estimates for the Relaxation Function of the Linear Theory of Heredity via the Relaxation Curves during the Ramp-Deformation and the Methodology of Identification

How Scientometrics Became the Most Important Science for Researchers of All Specialties

Loading-Unloading-Recovery Curves for Polyester Yarns and Identification of the Nonlinear Maxwell-Type Viscoelastoplastic Model

Properties of Galactic B[e] Supergiants. X. Refined Orbit and Fundamental Parameters of the HD 327083 Binary System

Disorder-Promoted Splitting in Quasiparticle Interference at Nesting Vectors

Self-assembly in densely grafted macromolecules with amphiphilic monomer units: diagram of states

Families of Stress-Strain, Relaxation, and Creep Curves Generated by a Nonlinear Model for Thixotropic Viscoelastic-Plastic Media Accounting for Structure Evolution Part 1. The model, Its Basic Properties, Integral Curves, and Phase Portraits

Families of Stress–Strain, Relaxation and Creep Curves Generated by a Nonlinear Model for Thixotropic Viscoelastic-Plastic Media Accounting for Structure Evolution Part 2. Relaxation and Stress-Strain Curves

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