四边形的
有限元法
结束语(心理学)
非线性系统
二次方程
光学(聚焦)
结构工程
计算机科学
壳体(结构)
断裂力学
机械工程
工程类
数学
几何学
物理
光学
量子力学
经济
市场经济
出处
期刊:Applied Mechanics Reviews
[ASME International]
日期:2004-03-01
卷期号:57 (2): 109-143
被引量:1349
摘要
An overview of the virtual crack closure technique is presented. The approach used is discussed, the history summarized, and insight into its applications provided. Equations for two-dimensional quadrilateral finite elements with linear and quadratic shape functions are given. Formulas for applying the technique in conjunction with three-dimensional solid elements as well as plate/shell elements are also provided. Necessary modifications for the use of the method with geometrically nonlinear finite element analysis and corrections required for elements at the crack tip with different lengths and widths are discussed. The problems associated with cracks or delaminations propagating between different materials are mentioned briefly, as well as a strategy to minimize these problems. Due to an increased interest in using a fracture mechanics–based approach to assess the damage tolerance of composite structures in the design phase and during certification, the engineering problems selected as examples and given as references focus on the application of the technique to components made of composite materials.
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