Applied Mathematics and Mechanics (English Edition) ›› 1985, Vol. 6 ›› Issue (2): 119-130.

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ON COMPUTATIONS OF STRESS INTENSITY FACTORS FOR STIFFENED HALF PLANES WITH IMPERFECTIONS AND CRACKS

Ouyang Chang, Zhou Shiao-kang   

  1. Department of Mathematics, Fudan University, Shanghai
  • Received:1984-03-05 Online:1985-02-18 Published:1985-02-18

Abstract: In this paper we consider uniform extension problems for joined two half-planes with different thickness and material behavior and one of which contains an elliptical hole. the other contains a crack. Along the boundary of these half-planes there is a stiffening stringer. Computational formulas are given in power series form by complex variahie-pertubation method. Results obtained here give extension to those of "Handbook of stress intensity factors". Numerical results of special cases in this paper coincide with those of refs. [1], [3].

Key words: indentation creep testing, finite element creep stress analysis, determination of creep parameters, single-phase-material system, two-phase-material system

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