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Рябов, Павел Николаевич

Организационные подразделения

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Институт лазерных и плазменных технологий

Стратегическая цель Института ЛаПлаз – стать ведущей научной школой и ядром развития инноваций по лазерным, плазменным, радиационным и ускорительным технологиям, с уникальными образовательными программами, востребованными на российском и мировом рынке образовательных услуг.

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Рябов

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Павел Николаевич

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Теперь показываю 1 - 10 из 10

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Statistical features of plastic flow localization in materials
(2019) Kudryashov, N. A.; Muratov, R. V.; Ryabov, P. N.; Кудряшов, Николай Алексеевич; Муратов, Родион Владимирович; Рябов, Павел Николаевич
© 2019 Published under licence by IOP Publishing Ltd.We consider the processes of plastic flow localization in dipolar materials undergoing high speed shear deformations. The mathematical model of the processes of plastic flow localization is formulated taking into account dipolar effect. We introduce the numerical algorithm which is based on adaptive mesh refinement technique. We show that this algorithm allows to increase performance of computations. We also studied the statistical properties of shear bands formation. We show that dipolar effect changes average characteristics of the processes considered such as average temperature, stress and etc. Moreover this effect leads to increase in initiation time, changes the widths of localization zones and distances between them.
Только метаданные
Localization of plastic flow in one-dimensional and two-dimensional problems
(2021) Kudryashov, N. A.; Ryabov, P. N.; Muratov, R. V.; Кудряшов, Николай Алексеевич; Рябов, Павел Николаевич; Муратов, Родион Владимирович
© 2021 Institute of Physics Publishing. All rights reserved.In this paper one-dimensional and two-dimensional models are used for investigation of the processes of adiabatic shear bands (ASB) formation. Significant characteristics of a localization process at different nominal strain-rates are studied in the series of the numerical simulations. The results obtained for one-dimensional and two-dimensional problems are compared.
Открытый доступ
Numerical simulation of adiabatic shear bands formation processes on two-dimensional eulerian meshes
(2020) Muratov, R. V.; Kudryashov, N. A.; Ryabov, P. N.; Муратов, Родион Владимирович; Кудряшов, Николай Алексеевич; Рябов, Павел Николаевич
© Published under licence by IOP Publishing Ltd.In this work we suggest a mathematical model of motion of the elasto-plastic materials with nonlinear plasticity constitutive law; we also propose an effective numerical method for numerical simulations of such tasks on two-dimensional eulerian meshes. Based on the method, we research formation of multiple adiabatic shear bands (ASB) at high-speed shear deformations. We test our approach on two-dimensional problem where the initial heterogeneity of temperature leads to formation of adiabatic shear band.
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On collective behavior of shear bands in dipolar HY-100 steel and OFHC copper
(2019) Kudryashov, N. A.; Muratov, R. V.; Ryabov, P. N.; Кудряшов, Николай Алексеевич; Муратов, Родион Владимирович; Рябов, Павел Николаевич
© 2019 Author(s).The collective behavior of adiabatic shear bands in dipolar HY-100 steel and OFHC copper is studied. The mathematical model is formulated. The numerical algorithm which is based on the spiting method is suggested. This algorithm allows one to simulate the process of multiple or single band evolution taking into account dipolar effects. Also the method of dynamical adaptation of spatial grid nodes is applied in proposed numerical algorithm. The verification procedure was performed to show the efficiency and accuracy of proposed numerical method. The statistical properties of the processes of multiple shear bands formation in dipolar steel and copper are studied.
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A finite volume method for numerical simulations of adiabatic shear bands formation
(2021) Muratov, R. V.; Kudryashov, N. A.; Ryabov, P. N.; Муратов, Родион Владимирович; Кудряшов, Николай Алексеевич; Рябов, Павел Николаевич
© 2021 Elsevier B.V.The aim of this paper is to develop an effective finite volume method for numerical simulation of the adiabatic shear bands (ASB) formation processes. A formation of ASB happens at high-speed shear strains of ductile materials. A numerical simulation of such problems using Lagrangian approach is associated with some problems, the main one of which is a mesh distortion at large deformations. We use Eulerian approach to describe a motion of the non-linear elasto-plastic material. More specifically, we consider a modification of a well-known hypoelastic Wilkins model. In this paper we suggest a numerical method for modeling of high-speed shear deformations on two-dimensional meshes. The method is verified on the three test problems suggested by other authors.
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2D Numerical Simulation of Adiabatic Shear Bands Formation
(2022) Muratov, R. V.; Ryabov, P. N.; Soukharev, M. B.; Муратов, Родион Владимирович; Рябов, Павел Николаевич; Сухарев, Михаил Борисович
© 2022 American Institute of Physics Inc.. All rights reserved.In this work we suggest a mathematical model of motion of the elastoplastic materials with nonlinear plasticity constitutive law. We also propose an effective numerical method based on the Godunov-type scheme for simulation of such tasks on two-dimensional eulerian meshes. We test the proposed method on a benchmark problem that includes formation of the single adiabatic shear band (A S B) due to initial temperature perturbation. Then we study the formation of multiple adiabatic shear bands at high-speed shear deformation.
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Dynamic domain decomposition method based on weighted Voronoi diagrams
(2023) Muratov, R. V.; Ryabov, P. N.; Dyachkov, S. A.; Муратов, Родион Владимирович; Рябов, Павел Николаевич
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On Features of Formation of Localized Shear Bands in Depleted Uranium
(2023) Muratov, R. V.; Ryabov, P. N.; Kudryashov, N. A.; Муратов, Родион Владимирович; Рябов, Павел Николаевич; Кудряшов, Николай Алексеевич
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Strain Rate Hardening at Adiabatic Shear Bands Formation
(2023) Muratov, R. V.; Kudryashov, N. A.; Ryabov, P. N.; Муратов, Родион Владимирович; Кудряшов, Николай Алексеевич; Рябов, Павел Николаевич
Только метаданные
Numerical studies of self-organization of shear bands in one and two dimensions
(2023) Muratov, R. V.; Kudryashov, N. A.; Ryabov, P. N.; Муратов, Родион Владимирович; Кудряшов, Николай Алексеевич; Рябов, Павел Николаевич
In the present manuscript we perform a numerical analysis of the self-organization processes of adiabatic shear bands formation in depleted uranium, aluminum alloy, and high-strength steel in one- and two-dimensional cases. Since the processes of shear bands formation are strongly nonlinear, three materials with significantly different parameters considered allow us to generalize obtained dependencies. For all materials, we investigate the evolution of stress, temperature and velocity fields from initial to final stage of localization. It is well known that localization processes occur during the high shear rate loads in the presence of initial microstructural defects in metallic materials. Starting with a random distribution of initial stress, which models microstructural defects, we obtained new dependencies for such significant parameters of the problem considered such as localization time and spacing between shear bands. The influence of initial plastic strain rate on these parameters was also studied. We obtain the linear dependence of localization time on initial strain rate and show that spatial dimension significantly influences on its value. Also, we introduce the method of shear bands selection during computations and present new statistical distributions for band spacing. We show that the interaction between shear bands significant influences on the spacing between them.