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型材筋条裂纹的应力强度因子的工程计算 被引量:1

A Better Model for the Engineering Calculation of Stress Intensity Factor for Stiffener Containing Crack
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摘要 计算含裂纹筋条的应力强度因子。通过一定假设及工程简化 ,考虑型材上其余部分的弯曲刚度对含裂纹板条的作用 ,形成了改进的准三维模型 ,并编制出相应的有限元分析程序。在假设基础上建立了裂尖正好位于拐点处的有限元模型。通过角材筋条的实例计算 ,获得了裂纹延伸并经过拐点的应力强度因子的连续曲线。本文所提出的方法适用于更复杂的型材筋条的分析。 Multi-site damage in aircraft stiffened panels has brought about a closer examination of crack-tip stress intensity factors of crack-containing stiffeners. Existing models for calculating such stress intensity factors appear to require more or less adjustments to bring calculated results in line with reality. We modified the partial compatibility model in Refs.[1] and [2] to make it better. As 2D finite element method is convenient for engineering purposes, we considered a stiffener with zigzag section as several connected strips in the same plane. During discretization, we, like Refs.[1] and [2], made adjacent strips compatible in longitudinal direction along their intersection line. Unlike Refs.[1] and [2], we, with some assumptions, represented by an appending beam the effect of transverse bending deflection of all the other strips on the crack-containing strip. We made calculations for an angle section stiffener as a numerical example.
出处 《西北工业大学学报》 EI CAS CSCD 北大核心 2001年第1期148-151,共4页 Journal of Northwestern Polytechnical University
基金 航空科学基金! (97B5 30 11)
关键词 飞机 型材筋条 裂纹 应力强度因子 模型 有限元离散化 stiffened panel, stiffener, crack, stress intensity factor
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参考文献1

二级参考文献2

  • 1黄维杨,工程力学,1986年,3卷,3期,1页
  • 2高永寿,断裂力学教程,1983年

同被引文献9

  • 1姜翠香,赵耀,刘土光.含裂纹有限加筋板应力强度因子的求解[J].船舶力学,2005,9(1):84-88. 被引量:3
  • 2Chen Y Z. Tension of a finite cracked plate with stiffened edges[J]. Engineering Fracture Mechanics, 1994, 49(5): 667- 670.
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  • 4Sabelkin V, Mall S, Avram J B. Fatigue crack growth analysis of stiffened cracked panel repaired with bonded composite patch[J]. Engineering Fracture Mechanics, 2006(73): 1553-1567.
  • 5Liu Rong, Zhang Tie, Wu X J, Wang C H. Determination of stress intensity factors for a cracked shell under bending with improved shell theories[J]. Journal of Aerospace Engineering, 2006(1): 21-28.
  • 6Chung Ki-Hyun, Yang Won-Ho.Fracture mechanics analysis on the bonded repair of a skin/stiffener with an inclined central crack[J]. Composite Structures, 2002(55): 269-276.
  • 7Smith RNL. The solution of mixed-mode fracture problems using the boundary element method[J]. Engineering Analysis, 1988, 5: 75-80.
  • 8Isida M. Analysis of stress intensity factors for the tension of a centrally cracked strip with stiffened edges[J]. Engineering Fracture Mechanics, 1973, 5(3): 647-665.
  • 9Guinea G V, Planas J, Elices M. K1 evaluation by the displacement extrapolation technique[J]. Engineering Fracture Mechanics, 2000(66): 243-255.

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