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2D Green's Functions for Two-phase Orthotropic Piezothermoelastic Plane

机译:两相正交各向异性压电热弹性平面的二维格林函数

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Green's functions play an important role in electroelastic analyses of piezoelectric media. However, most works available on this topic are on case of identical temperature. As a further work of 3D Green's functions for a two-phase transversely isotropic piezothermoelectric media (Hou, P.F. and Leung, A.Y.T. 2009. "Three-dimensional Green's Functions for Two-phase Transversely Isotropic Piezothermoelastic Media," J. Intel. Mater. Syst. Str., 16(5): 1915-1923), the 2D Green's function for a steady line heat source in a two-phase orthotropic piezothermoelectric plane is presented by eight newly induced harmonic functions in form of elementary functions with undetermined constants. The corresponding coupled field can be obtained by substituting these functions into the general solution, and the undetermined constants can be obtained by the continuous conditions and equilibrium conditions.
机译:Green的功能在压电介质的电弹性分析中起着重要作用。但是,有关此主题的大多数工作都是在温度相同的情况下进行的。作为3D Green对两相横向各向同性压电热介质的功能的进一步工作(Hou,PF和Leung,AYT,2009年。“两相横向各向同性压电热弹性介质的三维Green函数,” J。Intel。Mater。Syst (Str。,16(5):1915-1923)中,由八种新感应的谐波函数以常数不确定的基本函数形式表示了两相正交各向异性热电平面中稳态热源的二维格林函数。可以通过将这些函数代入一般解来获得相应的耦合场,并且可以通过连续条件和平衡条件来获得不确定的常数。

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