Numerical Simulation of Dynamic Processes of Elastoplastic Interaction Between Three-Dimensional Heterogeneous Bodies on the Basis of Semi-Analytical Finite Element Method. Part 2. A Study of the Dynamic Deformation of Complex-Shaped Three-Dimensional Structures

被引：0

作者：

Bazhenov, V. A. ^{[1
]}

Gulyar, A. I. ^{[1
]}

Solodei, I. I. ^{[1
]}

机构：

[1] Kiev Natl Univ Construct & Architecture, Kiev, Ukraine

来源：

STRENGTH OF MATERIALS | 2014年 / 46卷 / 01期

关键词：

dynamics; plastic strains; contact surface; heterogeneous prismatic bodies; bodies of revolution; semi-analytical finite element method;

D O I：

10.1007/s11223-014-9518-x

中图分类号：

TB3 [工程材料学];

学科分类号：

0805 ; 080502 ;

摘要：

Possibilities of the semi-analytical finite element method in the investigation of transient processes of the three-dimensional deformation of heterogeneous bodies of revolution and complex-shaped prismatic bodies by the action of pulsed stressing with allowance for contact interaction zones and nonlinear work of material are shown by calculations of real structures.

引用

页码：80 / 87

页数：8

共 16 条

[1] Numerical Simulation of Dynamic Processes of Elastoplastic Interaction Between Three-Dimensional Heterogeneous Bodies on the Basis of Semi-Analytical Finite Element Method. Part 2. A Study of the Dynamic Deformation of Complex-Shaped Three-Dimensional Structures
V. A. Bazhenov
A. I. Gulyar
I. I. Solodei
Strength of Materials, 2014, 46 : 80 - 87
[2] Numerical Simulation of Dynamic Processes of Elastoplastic Interaction between Three-Dimensional Heterogeneous Bodies on the basis of Semi-Analytical Finite Element Method. Part 1. Computational Relationships of the Semi-Analytical Finite Element Method and Algorithms for the Study of Transient Processes of Dynamic Deformation of Heterogeneous Prismatic Bodies and Bodies of Revolution
V. A. Bazhenov
A. I. Gulyar
I. I. Solodei
Strength of Materials, 2013, 45 : 523 - 533
[3] Numerical Simulation of Dynamic Processes of Elastoplastic Interaction between Three-Dimensional Heterogeneous Bodies on the basis of Semi-Analytical Finite Element Method. Part 1. Computational Relationships of the Semi-Analytical Finite Element Method and Algorithms for the Study of Transient Processes of Dynamic Deformation of Heterogeneous Prismatic Bodies and Bodies of Revolution
Bazhenov, V. A.
Gulyar, A. I.
Solodei, I. I.
STRENGTH OF MATERIALS, 2013, 45 (05) : 523 - 533
[4] DEVELOPMENT OF SEMI-ANALYTICAL FINITE ELEMENT METHOD TO CALCULATE THE THREE-DIMENSIONAL BODIES WITH STRESS CONCENTRATORS
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OPIR MATERIALIV I TEORIA SPORUD-STRENGTH OF MATERIALS AND THEORY OF STRUCTURES, 2015, (96): : 130 - 137
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Regueiro, Richard A.
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[7] A comprehensive study of MPI parallelism in three-dimensional discrete element method (DEM) simulation of complex-shaped granular particles
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Computational Particle Mechanics, 2018, 5 : 553 - 577
[8] Finite-part integral and boundary element method for interaction between two parallel planar cracks in three-dimensional finite bodies
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Qin, TY
ACTA MECHANICA SOLIDA SINICA, 1998, 11 (02) : 95 - 103
[9] FINITE-PART INTEGRAL AND BOUNDARY ELEMENT METHOD FOR INTERACTION BETWEEN TWO PARALLEL PLANAR CRACKS IN THREE-DIMENSIONAL FINITE BODIES
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Acta Mechanica Solida Sinica, 1998, 11 (02) : 95 - 103
[10] Large-scale dynamic and static simulations of complex-shaped granular materials using parallel three-dimensional discrete element method (DEM) on DoD supercomputers
Yan, Beichuan
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ENGINEERING COMPUTATIONS, 2018, 35 (02) : 1049 - 1084

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