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渗透型圆弧界面裂纹的压电材料反平面问题
ANTIPLANE STRAIN PROBLEMS OF THE CIRCULAR-ARC ELECTRICALLY PERMEABLES CRACKS BETWEEN BONDED DISSIMILAR PIEZOELECTRIC MATERIALS
【摘要】 用复变函数解析延展原理,研究了集中载荷作用下的不同压电材料反平面应变状态的共圆弧电渗透型界面裂纹的耦合场;对单个圆弧裂纹,给出了封闭形式的复函数解和场强度因子.结呆表明,在裂尖处耦会场有(1/2)阶的奇异性.
【Abstract】 This Paper research on coupling field for antiplane strain problerns of the circular- arc electrically permeable slit cracks between bonded dissimilar piedectric materials under the concentrated forces by using analysis continuation principle of functions of complex variable. Soutions in closed-form of the complex potentials and the field intensity factors are given for a single circular-arc crack. It is shown from the solutions that the coupled field has (1/2) type of singularity at the crack tip
【关键词】 压电材料;
裂纹;
反平面应变;
强度因子;
【Key words】 piezoelectric material; cracks; antiplane strain; intensity factor;
【Key words】 piezoelectric material; cracks; antiplane strain; intensity factor;
- 【文献出处】 佳木斯工学院学报 , 编辑部邮箱 ,1998年03期
- 【分类号】TM22
- 【下载频次】18