Results 21 to 30 of about 5,734 (217)
We propose a method for numerical material testing that does not explicitly assume boundary conditions in homogenization analyses for microstructures with random or localized inhomogeneities.
Yuichi SHINTAKU +2 more
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The hot stamped boron steel parts are developed quickly due to the increasing demands of light-weighting for cars. However, hydrogen embrittlement always bothers the manufacture and service process of the hot stamped parts.
Botao Zhang, Shuhui Li, Yongfeng Li
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Comparison of Two Methods for Numerical Upscaling
The main objective of this paper is to compare two discretization-based homogenization methods. A local numerical homogenization and a multiscale finite element method (MsFEM) are first briefly presented and next numerically tested. In the case of MsFEM,
Marek KLIMCZAK, Witold CECOT
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The development of micromechanical models to predict the effective properties of multiphase composites is important for the design and optimization of new materials, as well as to improve our understanding about the structure–properties relationship.
Federico J. Sabina +4 more
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The geometric nonlinearity due to static and thermal load can significantly alter the vibration response of structures. This study presents a semi-analytical approach to illustrate the nonlinear vibration of clamped-clamped beams under static and thermal
Xuan Yang +3 more
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Micromechanics of rock damage: Advances in the quasi-brittle field
Constitutive models play an essential role in numerical modeling and simulation of nonlinear deformation, progressive damage and failure of rock-like materials and structures.
Qizhi Zhu, Jianfu Shao
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In this paper the application of local numerical homogenization and hp-adaptive FEM for modeling of non-periodic heterogeneous viscoelastic materials is presented. These two methods were combined and modified in order to provide a novel tool for reliable
Marek KLIMCZAK, Witold CECOT
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Lattice-based workpieces contain patterned repetition of individuals of a basic topology (Schwarz, ortho-walls, gyroid, etc.) with each individual having distinct geometric grading.
Diego Montoya-Zapata +6 more
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A three-dimensional semi-analytical finite element method (SAFEM-3D) is implemented in this work to calculate the effective properties of periodic elastic-reinforced nanocomposites.
Monica Tapia +3 more
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In this paper, the homogenization approach waspresented to predict the effective mechanical properties of heterogeneous materials such as compositematerials.
Soufiane Belhouideg
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