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A STRESS INTENSITY FACTOR SOLUTION INSPIRED BY SOAP BUBBLES FRAMEWORK

机译:肥皂泡框架启发的应力强度因子解

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For the design of aircraft engines in service lifeit is helpful, in terms of computing timereduction, to perform simulations withsimplified plane cracks geometries subjected tosimple loads, often polynomial. This workfocuses on a realistic method of estimating thestress intensity factor KI based on the physics ofthe phenomenon.The stress intensity factor solution is determinedfrom finite elements simulations. For each crackgeometry, for a given size of the plate in whichthe crack propagates and for a given stress fieldapplied to the plate, the stress intensity factor isdetermined with a test matrix.The aim of this paper is to give a methodologywhich leads to improve the interpolation oftabulated values of KI so that it is morerepresentative of the fracture mechanics. Forthis, a finite element based approach is used,but with shape functions more adapted to thefracture mechanics problem. The algorithm isinspired by soap bubbles mathematics.
机译:用于使用寿命中的飞机发动机设计 在计算时间方面很有帮助 还原,以执行模拟 简化的平面裂纹几何 简单的载荷,通常是多项式。这项工作 着重于估算的实际方法 应力强度因子KI基于物理 现象。 确定应力强度因子解 来自有限元模拟。对于每个裂缝 几何形状,对于给定尺寸的板,其中 在给定的应力场下,裂纹扩展 施加到板上,应力强度因子为 用测试矩阵确定。 本文的目的是提供一种方法 这导致改善了插值 KI的列表值,以使其更 断裂力学的代表。为了 这是基于有限元的方法, 但形状功能更适合 断裂力学问题。该算法是 受肥皂泡数学启发。

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