| GENERAL SOLUTION OF PLANE PROBLEM OF PIEZOELECTRIC MEDIA EXPRESSED BY "HARMONIC FUNCTIONS |
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| 作者姓名： | 丁皓江 王国庆 陈伟球 |
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| 作者单位： | Ding Haojiang ; Wang Guoqing; Chen Weiqiu (Zhejiang University，Hangzhoq. 310027. P. R. China)(Received Jan. 8，1996) |
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| 摘 要： | I.IntroductionBecauseofthecouplingcharacteristicbetweenthemechanicaldeformationandthee1ectricaleffect,piezoelectricmaterialshavebeenwidelyusedintransducersandsmartstructures.Moreandmoreattentionshavebeenpaidonsuchmaterials,andgreatadvanceshavebeenmadeinva…
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GENERAL SOLUTION OF PLANE PROBLEM OF PIEZOELECTRIC MEDIA EXPRESSED BY "HARMONIC FUNCTIONS |
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| Ding Haojiang , Wang Guoqing, Chen Weiqiu.GENERAL SOLUTION OF PLANE PROBLEM OF PIEZOELECTRIC MEDIA EXPRESSED BY "HARMONIC FUNCTIONS[J].Applied Mathematics and Mechanics(English Edition),1997(8). |
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| Authors: | Ding Haojiang Wang Guoqing Chen Weiqiu |
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| Abstract: | First based on the basic equations of two-dimensional piezoelectroelasticity,adisplacement function is introduced and the general solution is then derived Utilizing the generalized Almansis theorem. the general solution is so simplified that allphysical quantities can be expressed by three harmonic functions.Second,solutionsof problems of a wedge loaded by point forces and point charge at the apex are alsoobtained in the paper. These solutions can be degenerated to those of problems ofpoint forces and point charge acting on the line boundary of a piezoelectric half-plane. |
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| Keywords: | piezoelectric media plane problem general solution wedge |
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