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Calculation on stress intensity factory by V-line hybrid extrapolation method --application to finite element analysis--

机译:V线混合外推法计算应力强度工厂-在有限元分析中的应用-

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One of the authors has derived K (r, θ), namely the equation of extrapolation curve in a series and proposed a new short-cut method called V4ine extrapolation method. Also, it was reported there are the specific angles at which we can obtain an accurate stress intensity factor by using boundary element analysis. In this paper, an application of the V-line hybrid extrapolation method was conducted to finite element analysis by an approximate angle which is easy to use. At first, it is found that the accuracy of S.I.F is considerably improved by using the angles, i.e. σ{sub}y at θ = π/2, τ{sub}(xy) at θ = π/4 in a plate with a central slant crack under remote tension. Furthermore, the effects of element types to the accuracy were discussed. It is clarified that the accuracy for K{sub}1 by the V4ine hybrid extrapolation method applying to 4 nodes-element is much better than the one by the conventional method applying to 8 nodes-element.
机译:一位作者推导了K(r,θ),即一系列外推曲线方程,并提出了一种新的捷径法,称为V4ine外推法。另外,据报道存在特定角度,通过使用边界元分析,我们可以在特定角度获得准确的应力强度因子。在本文中,将V线混合外推法应用到易于使用的近似角度的有限元分析中。首先,发现在具有α的板中,通过使用角度(即,在θ=π/ 2处的σ{sub} y,在θ=π/ 4处的τ{sub}(xy))可大大提高SIF的精度。远端张力作用下的中央倾斜裂纹。此外,讨论了元素类型对精度的影响。需要说明的是,采用V4ine混合外推法将K {sub} 1应用于4个节点元素的精度要比采用传统方法对8个节点元素的精度更高。

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