A note on the multiscale volume changes of auxetic metamaterials assessed via digital image correlation

被引:0
作者
Mentges, Julia [1 ]
Carniel, Thiago Andre [1 ]
机构
[1] Community Univ Chapeco Reg, Polytech Sch, Serv Anjo Guarda 295-D, BR-89809900 Chapeco, SC, Brazil
来源
MATERIA-RIO DE JANEIRO | 2022年 / 27卷 / 02期
关键词
Auxetic metamaterial; Poisson; Multiscale; Homogenization; Digital image correlation; HOMOGENIZATION; RVE;
D O I
10.1590/S1517-707620220002.1306
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
The present manuscript approaches the mechanical interpretation about the volume changes of auxetic metamaterials within a multiscale perspective. The kinematic fields resulting from the mechanical tests were assessed via digital image correlation (DIC). The multiscale mechanical characterization is grounded within sound homogenization principles based on representative volume elements (RVE) at large deformations. The main achieved results concern in highlight that even though the Poisson's ratio still widely used to characterize the mechanical behavior of auxetic metamaterials, it does not represent a suitable variable to quantify the multiscale volume changes, mainly when finite deformations take place. In this regard, a proper homogenized kinematical quantity is used in this work. Moreover, statistical tools are employed aiming at a better understanding to what extent the multiscale kinematics influence the volume changes and the overall auxetic behavior of the material.
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页数:7
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共 18 条
[1]   Additive manufacturing of metamaterials: A review [J].
Askari, Meisam ;
Hutchins, David A. ;
Thomas, Peter J. ;
Astolfi, Lorenzo ;
Watson, Richard L. ;
Abdi, Meisam ;
Ricci, Marco ;
Laureti, Stefano ;
Nie, Luzhen ;
Freear, Steven ;
Wildman, Ricky ;
Tuck, Christopher ;
Clarke, Matt ;
Woods, Emma ;
Clare, Adam T. .
ADDITIVE MANUFACTURING, 2020, 36
[2]   Variational Foundations and Generalized Unified Theory of RVE-Based Multiscale Models [J].
Blanco, Pablo J. ;
Sanchez, Pablo J. ;
de Souza Neto, Eduardo A. ;
Feijoo, Raul A. .
ARCHIVES OF COMPUTATIONAL METHODS IN ENGINEERING, 2016, 23 (02) :191-253
[3]  
Carniel T.A., 2020, MECH SOFT MAT, V2
[4]   On multiscale boundary conditions in the computational homogenization of an RVE of tendon fascicles [J].
Carniel, Thiago Andre ;
Klahr, Bruno ;
Fancello, Eduardo Alberto .
JOURNAL OF THE MECHANICAL BEHAVIOR OF BIOMEDICAL MATERIALS, 2019, 91 :131-138
[5]   A multiscale numerical approach for the finite strains analysis of materials reinforced with helical fibers [J].
Carniel, Thiago Andre ;
Klahr, Bruno ;
Fancello, Eduardo Alberto .
MECHANICS OF MATERIALS, 2018, 126 :75-85
[6]   On the equivalence between spatial and material volume averaging of stress in large strain multi-scale solid constitutive models [J].
de Souza Neto, E. A. ;
Feijoo, R. A. .
MECHANICS OF MATERIALS, 2008, 40 (10) :803-811
[7]   An RVE-based multiscale theory of solids with micro-scale inertia and body force effects [J].
de Souza Neto, E. A. ;
Blanco, P. J. ;
Sanchez, P. J. ;
Feijoo, R. A. .
MECHANICS OF MATERIALS, 2015, 80 :136-144
[8]   A topology optimization method for design of negative permeability metamaterials [J].
Diaz, Alejandro R. ;
Sigmund, Ole .
STRUCTURAL AND MULTIDISCIPLINARY OPTIMIZATION, 2010, 41 (02) :163-177
[9]   An Investigation of the Enhanced Fatigue Performance of Low-porosity Auxetic Metamaterials [J].
Francesconi, L. ;
Baldi, A. ;
Dominguez, G. ;
Taylor, M. .
EXPERIMENTAL MECHANICS, 2020, 60 (01) :93-107
[10]  
Gurtin M.E., 2010, The Mechanics and Thermodynamics of Continua