Effective Nonlinear Response of Representative Unit Cells under Periodic Boundary Conditions
Description
Meta-analysis is a powerful tool for the synthesis of quantitative empirical research. Overall, the field of vocational behavior has benefited from the results of meta-analyses. Yet, there is still quite a bit to learn about how we can improve the quality of meta-analyses reported in this field of inquiry. In this paper, we systematically review all meta-analyses published in the Journal of Vocational Behavior (JVB) to date. We do so to address two related goals: First, based on guidance from various sources (e.g., the American Psychological Association's meta-analysis reporting standards; MARS), we introduce ten facets of meta-analysis that have particular bearing on statistical conclusion validity. Second, we systematically review meta-analyses published in JVB over the past 32 years, with a particular focus on the methods employed; this review informs a discussion of 19 associated “best practices” for researchers who are considering conducting a meta-analysis in the field of vocational behavior (or in related fields).
Soft lattice structures and beam-metamaterials made of hyperelastic, rubbery materials undergo large elastic deformations and exhibit structural instabilities in the form of micro-buckling of struts under both compression and tension. In this work, the large-deformation nonlinear elastic behaviour of beam-lattice metamaterials is investigated by micromechanical nonlinear buckling analysis. The micromechanical 3D beam finite element model uses a primary linear buckling analysis to incorporate the effect of geometric imperfections into a subsequent nonlinear post-buckling analysis. The micromechanical computational model is validated against tensile and compressive experiments on a 3D-printed sample lattice structure manufactured via multi-material jetting. For the development and calibration of macroscale continuum constitutive models for nonlinear elastic deformation of soft lattice structures at finite strains, virtual characterization tests are conducted to quantify the effective nonlinear response of representative unit cells under periodic boundary conditions. These standard tests, commonly used for hyperelastic material characterization, include uniaxial, biaxial, planar and volumetric tension and compression, as well as simple shear. It is observed that besides the well-known stretch- and bending-dominated behaviour of cellular structures, some lattice types are dominated by buckling and post-buckling response. For multiscale simulation based on nonlinear homogenization, the uniaxial standard test results are used to derive parametric hyperelastic constitutive relations for the effective constitutive behaviour of representative unit cells in terms of lattice aspect ratio.
Kindly submit your manuscript through https://www.imedpub.com/submissions/annals-behavioural-science.html
With Regards
Lina
Journal Coordinator
Journal of Annals of Behavioural Science