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THE ANTIPLANE PROBLEM OF DOUBLE PERIOD NON-UNIFORM DISTRIBUTION CRACK FIELD
THE ANTIPLANE PROBLEM OF DOUBLPERIOD NON-UNIFORM DISTRIBUTION CRACK FIELD
【摘要】 <正> Originating from Robert Hooke’s law and equilibrious equations,and using the theoryof the complex variable function,this paper transfers the rectaugle region in which thecracks emerge into upper-half part of ξplane by means of conformal mapping.Thenaccording to the theory of ref.[1].We find the solution in closed form,thereby the stressintensity factors are derived.
【Abstract】 Originating from Robert Hooke’s law and equilibrious equations. and using the theory of the complex variable function, this paper transfers the rectaugle region in which the cracks emerge into upper-half part of plane by means of conformal mapping. Then according to the theory of ref.[1]. We find the solution in closed form. there by the stress intensity factors are derived.
- 【文献出处】 Applied Mathematics and Mechanics(English Edition) ,应用数学和力学(英文版) , 编辑部邮箱 ,1985年02期
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