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含中心裂纹压电体的二维精确解
引用本文:刘瑜,李群.含中心裂纹压电体的二维精确解[J].应用力学学报,2004,21(2):138-141.
作者姓名:刘瑜  李群
作者单位:西安交通大学,西安,710049
摘    要:解析地研究了含中心裂纹的压电体,它在无穷远处承受机电载荷,并在裂面上满足由Parton和Kudryavtsev以及Hao和Shen提出的绝对电边界条件。在平面应变假设下,给出其二维精确解,并提供了机械应变能释放率和裂尖能量释放率等数值结果。考虑工业应用范围之内常用的远场载荷时,由绝对电边界条件得出的能量释放率表现出明显的非线性特征及载荷相关性,而不是完全与电场无关,这一结论与Xu和Rajapakse在较小载荷下得到的规律不同。

关 键 词:绝对电边界条件  机械应变能释放率  裂尖能量释放率  载荷相关性  压电材料
文章编号:1000-4939(2004)02-0138-04

Two Dimensional Analytical Solution for Piezoelectric Body with Central Crack
Liu Yu,Li Qun.Two Dimensional Analytical Solution for Piezoelectric Body with Central Crack[J].Chinese Journal of Applied Mechanics,2004,21(2):138-141.
Authors:Liu Yu  Li Qun
Institution:Xi'an Jiaotong University Xi'an 710049
Abstract:A piezoelectric body with a central crack is investigated analytically, which is applied to mechanical-electric loads at infinty and imposed a absolute electric boundary condition on the crack surface. The two dimensional accurate solution is obtained on plane strain assumption, the numerical results of strain energy release rate and crack tip energy release rate are presented. Under relatively higher loads of practical interest, the energy release rate shows significant non-linear features and load-dependency, which is quite different from the conclusions under the lower loads.
Keywords:absolute electric bowndary condition  strain energy release rate  crack tip energy release rate  load-dependeney  
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