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Fatigue Crack Growth Simulation for Non-Homogenous Materials using Coupled (FE-EFG) Non-Linear Grided Technique

机译:使用耦合(Fe-EFG)非线性引导技术对非均质材料的疲劳裂纹增长模拟

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In the present work, a coupled finite element (FE) non-linear grided and element free Galerkin (EFG) technique has been projected to evaluate the fatigue life of cracked heterogeneous plate. The discontinuities positioned away from the major crack have insignificant effect on the fatigue life. So, the small nearby region is modeled by EFGM as a non-homogenous medium, rest of domain using conventional FEM except interface elements applied in the transition zone. This will exploit the advantage of both the methods. In this method, domain is discretized by non consistence mesh, fine mesh used for multiple discontinuities and coarse mesh with equivalent properties distribution. Strain energy approach is used to calculate equivalent properties of the region of interest. Displacement compatibility of the intersection nodes between meshing difference is achieved by special transition elements. This non-linear grid approach is six times more efficient as compared to linear grid approach. The results obtained by proposed method are found in good agreement with those obtained by analytical/reference solutions.
机译:在本作工作中,已经投影了一种耦合有限元(Fe)非线性涂覆和元素的Galerkin(EFG)技术以评估裂纹异质板的疲劳寿命。远离主要裂缝的不连续性对疲劳生活产生了微不足道的影响。因此,附近的附近区域是由EFGM为非均匀介质建模的,使用传统FEM的域占域外的宽度,除了在过渡区中施加的界面元件。这将利用两种方法的优势。在该方法中,域通过非一致性网格离散化,用于多个不连续性和具有等效属性分布的粗网格的细网。应变能量方法用于计算感兴趣区域的等效性质。通过特殊转换元件实现啮合差异之间的交叉点节点的位移兼容性。与线性网格方法相比,这种非线性网格方法比较高效。通过提出的方法获得的结果与分析/参考解决方案获得的那些吻合良好。

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