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The finite element discretized symplectic method for direct computation of SIF of piezoelectric materials

机译:直接计算压电材料SIF的有限元离散辛方法

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A finite element discretized symplectic method is introduced to compute directly the intensity factors of cracked piezoelectric materials. After modeling by the conventional finite elements, the cracked body is divided into two regions: near and far fields. The unknowns in the far field are unchanged while the displacements, electric potentials, stresses and electric displacements in the near field are expanded in symplectic eigenfunctions and their coefficients are taken as unknowns. No new finite element is needed. The intensity factors, energy release rates and analytical expressions of the mechanical and electric fields near the crack are obtained simultaneously without any post-processing. (C) 2016 Elsevier Ltd. All rights reserved.
机译:引入了有限元离散辛方法来直接计算破裂压电材料的强度因子。通过常规的有限元建模后,裂纹体被分为两个区域:近场和远场。远场中的未知数不变,而近场中的位移,电势,应力和电位移在辛本征函数中得到扩展,其系数被视为未知数。不需要新的有限元。无需进行任何后处理,即可同时获得裂纹附近的强度因子,能量释放速率以及机械和电场的解析表达式。 (C)2016 Elsevier Ltd.保留所有权利。

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