[1] Wang B. Three-dimensional analysis of an ellipsoidal inclusion in a piezoelectric material[J].Int J Solids Structures,1992,29(3):293～308.
[2] Chen T Y. Green's functions and the non-uniform transformation problem in a piezoelectric medium[J].Mechanics Research Communications,1993,20(3):271～278.
[3] Chen T Y. Some exact relations of inclusions in piezoelectric media[J].Int J Engng Sci,1994,32(3):553～556.
[4] Dunn M L, Taya M. An analysis of piezoelectric composite materials containing ellipsoidal inhomogeneities[J].Proc R Soc Lond A,1993,443(9):265～287.
[5] Dunn M L. Electroelastic Green's functions for transversely isotropic piezoelectric media and their application to the solution of inclusion and in homogeneity problems[J].Int J Engng Sci,1994,32(1):119～131.
[6] Dunn M L, Taya M. Micromechanics predictions of the effective electroelastic moduli of the piezoelectric composites[J].Int J Solids Structures,1993,30(5):161～165.
[7] Jiang Bing, Fang Daining, Hwang Kehchih. The exact relations among the Eshelby's tensors of the piezoelectric inclusion problems, the pure elastic inclusion problems and the pure dielectric inclusion problems[A].Proc IMMM-97'[C].Tsu,Japan:Mie University Press,1997,571～576.
[8] Budiansky Y. On the elastic moduli of some heterogeneous materials[J].J Mech Phys Solids,1965,13(2):223～227.
[9] Jiang Bing, Fang Daining, Hwang Kehchih. Analytical solutions of the effective electroelastic moduli of piezoelectric composite materials[A].Proc ICAPC-97'[C].Beijing:Press of Beijing University of Aeronautics and Astronautics,1997,123～129.
[10] Maugin G A. Continuum Mechanics of Electromagnetic Solids[M].Amsterdam:North-Holland,1988.
[11] Mura T. Mechanics of Defects in Solids[M].Dordrecht:Martinus Nijhoff Publisher 1987.
[12] Fan H,Qin S.A piezoelectric sensor embedded in a non-piezoelectric matrix[J].Int J Engng Sci,1995,33(3):379~388
[13] Lines M E, Glass A M. Principles and Applications Ferroelectrics and Related Materials[M].Oxford:Clarendon Press,1997. |
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