Numerical Simulation of Interface Crack Initiation and Propagation Along Interphase in Multiphase Composites Using Arbitrary Multiphase Hybrid Stress Element
IF 2.6 3区 工程技术Q3 MATERIALS SCIENCE, MULTIDISCIPLINARY
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引用次数: 0
Abstract
Arbitrary multiphase hybrid stress finite element (AMHSFE) is a high-order stress element based on hybrid stress finite element theory, featuring extremely simple mesh division. It demonstrates strong capabilities for multiphase materials, particularly particulate reinforced composites (PRCs) with high amounts of particulate matter [1]. Since the behavior of interfaces in multiphase materials significantly impacts their mechanical properties, research on interface cracks in multiphase materials holds considerable significance. The AMHSFE is employed in this study to simulate interface cracks of varying morphologies in multiphase materials, as well as the whole process of the interface crack initiation and propagation in PRCs with varying particle quantities and distribution patterns. A comparison of the results with those from finite element method (FEM) software analyses demonstrates the analytical reliability, accuracy and validity of AMHSFE. Furthermore, the simulations demonstrate the capability of AMHSFE in analyzing interface crack initiation and propagation in realistic PRCs with tremendous amounts of particles.
期刊介绍:
Acta Mechanica Solida Sinica aims to become the best journal of solid mechanics in China and a worldwide well-known one in the field of mechanics, by providing original, perspective and even breakthrough theories and methods for the research on solid mechanics.
The Journal is devoted to the publication of research papers in English in all fields of solid-state mechanics and its related disciplines in science, technology and engineering, with a balanced coverage on analytical, experimental, numerical and applied investigations. Articles, Short Communications, Discussions on previously published papers, and invitation-based Reviews are published bimonthly. The maximum length of an article is 30 pages, including equations, figures and tables