Structural Modeling in the Mechanics of Porous Materials

被引:0
|
作者
Yu. M. Pleskachevskii
S. V. Shil'ko
D. A. Chernous
机构
[1] Belyi Metal-Polymer Research Institute,
[2] Belarus National Academy of Sciences,undefined
来源
关键词
porous material; strut models; structural unit; effective elastic properties; nonlinear viscoelastic behavior;
D O I
暂无
中图分类号
学科分类号
摘要
A new method for analyzing the deformation behavior of rigid and elastic foams with a small volume content of solid phase (ϕ < 0.2) is developed. Various structural models for describing the elastic behavior of rigid and elastic plastic foams are used and compared. The results of structural simulation of anisotropic auxetic (i.e., having a negative Poisson ratio) foams with concave cells are presented. For cyclic uniaxial compression of rigid foams and volumetric deformation of elastic foams, the stress-strain curves are obtained. The general shape of the curves agrees well with the nonlinearly elastic behavior of plastic foams observed in experiments.
引用
收藏
页码:129 / 136
页数:7
相关论文
共 50 条
  • [21] Elastoplastic mechanics of porous materials with varied inner pressures
    Ma, Lian-Hua
    Yang, Qing-Sheng
    Yan, Xiao-Hui
    Qin, Qing-Hua
    MECHANICS OF MATERIALS, 2014, 73 : 58 - 75
  • [22] Modeling Strategies for the Degradation Behavior of Porous Polyester Materials Based on Their Key Structural Features
    Song, Chaobo
    Zhang, Jiapeng
    Cen, Lian
    Xi, Zhenhao
    Zhao, Ling
    Yuan, Weikang
    INDUSTRIAL & ENGINEERING CHEMISTRY RESEARCH, 2020, 59 (33) : 14806 - 14816
  • [23] OLD MATERIALS - NEW CAPABILITIES: LATTICE MATERIALS IN STRUCTURAL MECHANICS
    Augustyniak, Marek
    JOURNAL OF THEORETICAL AND APPLIED MECHANICS, 2018, 56 (01) : 213 - 226
  • [24] Structural Biological Materials: Critical Mechanics-Materials Connections
    Meyers, Marc Andre
    McKittrick, Joanna
    Chen, Po-Yu
    SCIENCE, 2013, 339 (6121) : 773 - 779
  • [25] Evaluation of the structural perfection of porous materials
    Kryuchkov, YN
    POWDER METALLURGY AND METAL CERAMICS, 1996, 35 (3-4) : 185 - 187
  • [26] STRUCTURAL CHARACTERIZATION OF POROUS AND GRANULAR MATERIALS
    Hihinashvili, R.
    Blumenfeld, R.
    PROCEEDINGS OF THE XVIII INTERNATIONAL CONFERENCE ON COMPUTATIONAL METHODS IN WATER RESOURCES (CMWR 2010), 2010, : 842 - 849
  • [27] Mechanics and Modeling of Cohesive Frictional Granular Materials
    Singh, S.
    Kandasami, R. K.
    Murthy, T. G.
    ADVANCES IN LABORATORY TESTING AND MODELLING OF SOILS AND SHALES (ATMSS), 2017, : 493 - 500
  • [28] Materials modeling from quantum mechanics to the mesoscale
    Fitzgerald, G.
    Goldbeck-Wood, G.
    Kung, P.
    Petersen, M.
    Subramanian, L.
    Wescott, J.
    CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES, 2008, 24 (2-3): : 169 - 183
  • [29] Advances in design and modeling of porous materials
    Ayral, Andre
    Calas-Etienne, Sylvie
    Coasne, Benoit
    Deratani, Andre
    Evstratov, Alexis
    Galarneau, Anne
    Grande, Daniel
    Hureau, Matthieu
    Jobic, Herve
    Morlay, Catherine
    Parmentier, Julien
    Prelot, Benedicte
    Rossignol, Sylvie
    Simon-Masseron, Angelique
    Thibault-Starzyk, Frederic
    EUROPEAN PHYSICAL JOURNAL-SPECIAL TOPICS, 2015, 224 (09): : 1653 - 1653
  • [30] Computational modeling of viscoelastic porous materials
    Huang, Yun
    Mogilevskaya, Sofia G.
    Crouch, Steven L.
    MULTISCALE AND FUNCTIONALLY GRADED MATERIALS, 2008, 973 : 664 - 669