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Critical Analysis of the Equations of Statics in the Bending Theories of Composite Plates Obtained on the Basis of Variational Principles of Elasticity Theory 1. General Theories of High Order

Mechanics of composite materials, 2020-07, Vol.56 (3), p.271-290

Yankovskii, A. P.

2020

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Critical Analysis of the Equations of Statics in the Bending Theories of Composite Plates Obtained on the Basis of Variational Principles of Elasticity Theory 2. Particular Low-Order Theories

Mechanics of composite materials, 2020-09, Vol.56 (4), p.437-454

Yankovskii, A. P.

2020

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Analysis of Thermal Response in Reinforced Plates under a Dynamic Explosion-Type Loading

Mechanics of composite materials, 2021-09, Vol.57 (4), p.439-448

Yankovskii, A. P.

2021

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Steady-State Creep of Metal-Composite Sandwich Panels with Thin Reinforced Bearing Layers

Mechanics of composite materials, 2019-09, Vol.55 (4), p.421-434

Yankovskii, A. P.

2019

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Refined Model of the Dynamic Behavior of Flexible Reinforced Shallow Shells Made from Nonlinear Elastic Materials

Mechanics of composite materials, 2018-09, Vol.54 (4), p.499-512

Yankovskii, A. P.

2018

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Refined Modeling of Flexural Deformation of Layered Plates with a Regular Structure Made from Nonlinear Hereditary Materials

Mechanics of composite materials, 2018, Vol.53 (6), p.705-724

Yankovskii, A. P.

2018

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Constructing Yield Loci for Rigid-Plastic Reinforced Plates Considering the 2D Stress State in Fibers

Mechanics of composite materials, 2019-01, Vol.54 (6), p.697-718

2019

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Yield Loci of Reinforced Plates Made from Rigid-Plastic Unequiresistant Materials Considering the Two-Dimensional Stress State in Fibers I. Unidirectional Reinforcement

Mechanics of composite materials, 2020, Vol.55 (6), p.699-714

2020

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Study on the Unsteady Creep of Composite Beams with an Irregular Laminar Fibrous Structure Made from Nonlinear Hereditary Materials

Mechanics of composite materials, 2017-09, Vol.53 (4), p.457-470

Yankovskii, A. P.

2017

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Modeling of Thermoelastoplastic Deformation of Reinforced Plates. 2. Statement of the Problem and a Method for Its Solution

Journal of mathematical sciences (New York, N.Y.), 2023-11, Vol.277 (1), p.60-78

Yankovskii, A. P.

2023

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Modeling the Yield Surface of a Composite Made from Rigid-Plastic Materials Using Piecewise Quadratic Yield Criteria 1. The General Case of a Plane Multidirectional Reinforcement

Mechanics of composite materials, 2023-11, Vol.59 (5), p.945-958

Yankovskii, A. P.

2023

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Equal-Stressed Reinforcement of Metal-Composite Plates in Transverse Bending at Steady-State Creep with Account of Weakened Resistance to In-Plane Shears

Mechanics of composite materials, 2016-03, Vol.52 (1), p.1-16

Yankovskii, A. P.

2016

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Modeling of Thermoelastic-Visco-Plastic Deformation of Flexible Reinforced Plates

Mechanics of solids, 2022-12, Vol.57 (7), p.1717-1739

Yankovskii, A. P.

2022

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Modeling of Non-Isothermal Viscoelastic-Viscoplastic Deformation of Bending Reinforced Plates

Mechanics of solids, 2023-10, Vol.58 (5), p.1559-1577

Yankovskii, A. P.

2023

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Simulation of Dynamic Thermoelastoviscoplastic Deformation of Flexible Shallow Reinforced Shells

Mechanics of solids, 2023-09, Vol.58 (7), p.2676-2693

Yankovskii, A. P.

2023

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Modeling of Thermoelastoplastic Deformation of Reinforced Plates. 1. Structural Model of Reinforced Medium

Journal of mathematical sciences (New York, N.Y.), 2023-08, Vol.274 (5), p.746-760

Yankovskii, A. P.

2023

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Modeling of Nonisothermic Viscoelastic–Plastic Behavior of Flexible Reinforced Plates

Journal of applied mechanics and technical physics, 2022-12, Vol.63 (7), p.1243-1263

Yankovskii, A. P.

2022

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SIMULATION OF VISCOELASTIC-PLASTIC BEHAVIOR OF SHALLOW SHELLS WITH ACCOUNT FOR STRAIN RATE OF MATERIALS

Journal of applied mechanics and technical physics, 2022-04, Vol.63 (2), p.298-307

Yankovskii, A. P.

2022

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A Refined Model of Viscoelastic-Plastic Deformation of Flexible Plates with Spatial Reinforcement Structures

Journal of applied mechanics and technical physics, 2021-12, Vol.62 (7), p.1045-1062

Yankovskii, A. P.

2021

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Modeling of Viscoelastic-Viscoplastic Behavior of Flexible Reinforced Plates

Mechanics of solids, 2021-09, Vol.56 (5), p.631-645

Yankovskii, A. P.

2021

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Investigation of load-bearing capacity of rigid-plastic reinforced ellipsoidal shells of rotation

Mechanics of advanced materials and structures, 2024-09, Vol.31 (18), p.4387-4398

2024

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Modeling the Viscoelastoplastic Deformation of Flexible Reinforced Plates with Weak Resistance to Transverse Shear

Journal of applied mechanics and technical physics, 2020-12, Vol.61 (7), p.1089-1106

Yankovskii, A. P.

2020

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Load-bearing capacity of rigid-plastic reinforced shallow shells and plates

Mechanics of advanced materials and structures, 2022-10, Vol.29 (26), p.5651-5665

2022

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Structural model for rigid-plastic yielding behavior of angle-ply reinforced composites of materials with different properties in tension and compression considering 2D stress state in all components

Mechanics of advanced materials and structures, 2021-10, Vol.28 (20), p.2151-2162

2021

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Structural model for spatially and flatly reinforced medium of rigid-plastic materials considering three-dimensional stress state in all components

Mechanics of advanced materials and structures, 2022-07, Vol.29 (18), p.2668-2679

2022

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Critical Analysis of the Equations of Statics in the Bending Theories of Composite Plates Obtained on the Basis of Variational Principles of Elasticity Theory 1. General Theories of High Order

Critical Analysis of the Equations of Statics in the Bending Theories of Composite Plates Obtained on the Basis of Variational Principles of Elasticity Theory 2. Particular Low-Order Theories

Analysis of Thermal Response in Reinforced Plates under a Dynamic Explosion-Type Loading

Steady-State Creep of Metal-Composite Sandwich Panels with Thin Reinforced Bearing Layers

Refined Model of the Dynamic Behavior of Flexible Reinforced Shallow Shells Made from Nonlinear Elastic Materials

Refined Modeling of Flexural Deformation of Layered Plates with a Regular Structure Made from Nonlinear Hereditary Materials

Constructing Yield Loci for Rigid-Plastic Reinforced Plates Considering the 2D Stress State in Fibers

Yield Loci of Reinforced Plates Made from Rigid-Plastic Unequiresistant Materials Considering the Two-Dimensional Stress State in Fibers I. Unidirectional Reinforcement

Study on the Unsteady Creep of Composite Beams with an Irregular Laminar Fibrous Structure Made from Nonlinear Hereditary Materials

Modeling of Thermoelastoplastic Deformation of Reinforced Plates. 2. Statement of the Problem and a Method for Its Solution

Modeling the Yield Surface of a Composite Made from Rigid-Plastic Materials Using Piecewise Quadratic Yield Criteria 1. The General Case of a Plane Multidirectional Reinforcement

Equal-Stressed Reinforcement of Metal-Composite Plates in Transverse Bending at Steady-State Creep with Account of Weakened Resistance to In-Plane Shears

Modeling of Thermoelastic-Visco-Plastic Deformation of Flexible Reinforced Plates

Modeling of Non-Isothermal Viscoelastic-Viscoplastic Deformation of Bending Reinforced Plates

Simulation of Dynamic Thermoelastoviscoplastic Deformation of Flexible Shallow Reinforced Shells

Modeling of Thermoelastoplastic Deformation of Reinforced Plates. 1. Structural Model of Reinforced Medium

Modeling of Nonisothermic Viscoelastic–Plastic Behavior of Flexible Reinforced Plates

SIMULATION OF VISCOELASTIC-PLASTIC BEHAVIOR OF SHALLOW SHELLS WITH ACCOUNT FOR STRAIN RATE OF MATERIALS

A Refined Model of Viscoelastic-Plastic Deformation of Flexible Plates with Spatial Reinforcement Structures

Modeling of Viscoelastic-Viscoplastic Behavior of Flexible Reinforced Plates

Investigation of load-bearing capacity of rigid-plastic reinforced ellipsoidal shells of rotation

Modeling the Viscoelastoplastic Deformation of Flexible Reinforced Plates with Weak Resistance to Transverse Shear

Load-bearing capacity of rigid-plastic reinforced shallow shells and plates

Structural model for rigid-plastic yielding behavior of angle-ply reinforced composites of materials with different properties in tension and compression considering 2D stress state in all components

Structural model for spatially and flatly reinforced medium of rigid-plastic materials considering three-dimensional stress state in all components

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