## 留言板

 引用本文: 欧阳鬯, 朱涵. 关于任意边界缺口或裂纹群问题的一类解法——(Ⅲ)边界裂纹群的计算*[J]. 应用数学和力学, 1985, 6(8): 671-680.
Ouyang Chang, Zu Hang. On a Class of Method for Solving Problems with Random Boundary Notches and/or Cracks——(Ⅲ) Computations for Boundary Cracks[J]. Applied Mathematics and Mechanics, 1985, 6(8): 671-680.
 Citation: Ouyang Chang, Zu Hang. On a Class of Method for Solving Problems with Random Boundary Notches and/or Cracks——(Ⅲ) Computations for Boundary Cracks[J]. Applied Mathematics and Mechanics, 1985, 6(8): 671-680.

## On a Class of Method for Solving Problems with Random Boundary Notches and/or Cracks——(Ⅲ) Computations for Boundary Cracks

• 摘要: 本文是文献[1]、[2]关于任意边界缺口或裂纹群问题的一类解法研究的继续。这里我们利用和发展了文献[1]、[2]所提出的理论和计算公式,对边界裂纹群问题进行了实际计算.数值计算实例表明:本文所给出的方法在特征参数适当的范围内是行之有效的.本文的结果扩充了“应力强度因子手册”中的工作.
•  [1] 欧阳鬯,关于任意边界缺口或裂纹群问题的一类解法-(Ⅰ)解析方法,应用数学和力学,2(1980),159-166. [2] 欧阳鬯,关于任意边界缺口或裂纹群问题的一类解法-(Ⅰ)缺口群的计算,应用数学和力学,5,2(1984),153-158. [3] Hayashi,T.,On the extension in an orthogonally aeolotropic strip with a circular hole,Trans,ASME.25(1959),1133. [4] Bowie,O.L.and C.E.Freese,Solution for periodic edge cracks in a semi-infinite sheet under tension,Unpublished data at AMMRC(1970). [5] Bowie,O.L.,Single edge crack in a semi-infinite region,J.Math.and Phys.,45(1966),356. [6] Hartranft,R.J.,et al.,Methods of Analysis and Solution of Crack Problems,G.C.Sih editor,Noordhoff,Holland(1971). [7] Emery,A.F.,Single edge crack with distributed load applied at part of its surface,Trans,ASME,Ser.D,J.Basic Enging.,88(1966),45.

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##### 出版历程
• 收稿日期:  1984-06-19
• 刊出日期:  1985-08-15

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