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陶瓷中的电-机械波——数值模拟

G. A. 莫金 B. 库利特 J. 波格特

G. A. 莫金, B. 库利特, J. 波格特. 陶瓷中的电-机械波——数值模拟[J]. 应用数学和力学, 1985, 6(12): 1043-1052.
引用本文: G. A. 莫金, B. 库利特, J. 波格特. 陶瓷中的电-机械波——数值模拟[J]. 应用数学和力学, 1985, 6(12): 1043-1052.
Gerard A. MAUGIN, Bemard COLLET, Joël POUGET. Electromechanical Waves in Ceramics——Numerical Simulation[J]. Applied Mathematics and Mechanics, 1985, 6(12): 1043-1052.
Citation: Gerard A. MAUGIN, Bemard COLLET, Joël POUGET. Electromechanical Waves in Ceramics——Numerical Simulation[J]. Applied Mathematics and Mechanics, 1985, 6(12): 1043-1052.

陶瓷中的电-机械波——数值模拟

Electromechanical Waves in Ceramics——Numerical Simulation

  • 摘要: 用一维模型,数值模拟了可形变陶瓷中线性和非线性波的传布.给出了试件内应力(或应变)和电场之间的响应,以及它们和电压之间的响应.并在不同荷载下,图示了电-机械波的传布特征.发现在线性区域,电压响应与实验符合很好,非线性区域,电-机械波变陡,出现所谓激波现象.
  • [1] Maugin,G.A.(Editor),The Mechanical Behavior of Electromagnetic Solid Continua(Proceedings IUTAM-IUPAP Symposium,Paris,July 1983) North-Holland,Amsterdam(1984).
    [2] Holland,R.and E.P.Eernisse,Design of Resonant Piezoelectric Devices,M.I.T.Press,Cambridge,Mass(1969).
    [3] Lysne,P.C.and L.C.Bartel,Electromechanical response of PZT 65/35 subjected to axial shock loading,J.Applied Physics,46(1975),222-229.
    [4] Lysne,P.C.and C.M.Percival,Electric energy generation by shock compression of ferroelectric ceramics,J.Applied Physics,46(1975),1519-1525.
    [5] Murri,W.J.,D.R.Curran,C.F.Peterson and R.C.Crewdon,in Adv.High.Press.Res.,Vol.4,Academic Press.New York(1974),1-163.
    [6] Chen,P.J.,Growth and decay of waves in solids,in Handbuch der Physik,Bd.Ⅶ-3,ed.C.A.Truesdell,Springer-Verlag,Berlin(1973),303-402.
    [7] McCarthy,M.F.,Singular surfaces and waves,in Continuum Physics,ed.A.C.Eringen,Vol.Ⅱ,Academic Press,New York(1975),450-521.
    [8] Brun,L.,Finite shock waves in elastic solids,in Mechanical Waves in Solids,eds.J.Mandel and L.Brun,Springer-Verlag,Wien(1975),63-155.(in French).
    [9] Maugin,G.A.,Nonlinear Electrorcechanical Interactions and Applications-A Series of Lectures,World Scientific Publ.Singapore(in the press,1985).
    [10] Collet,B.,Shock waves in deformable piezoelectric materials,in Proc.11th Intern.Congress of Acoustics(Paris,July 1983),Special Issue of Revue d'Acoustique,Vol.2(1983),125-128.
    [11] Collet,B.,On the behavior of plane shock waves in deformable dielectric materials,Int.J Engng.Sci.,21(1983),1145-1155,.
    [12] Sidoroff F.,Internal variables in viscoelasticity and plasticity,Doctoral Thesis in Mathematics,University of Paris Ⅵ(mimeographed,1976).
    [13] Maugin,G.A.,Electromagnetic internal variables in electromagnetic continua.Archives of Mechanics,33(1981),927-935.
    [14] Collet,B.,Shock waves in deformable ferroelectric materials,in The Mechanical Behavior of Electromagnetic Solid Continua,ed.G.A.Maugin,North-Holland,Amsterdam (1984),157-163.
    [15] Collet,B.,Nonlinear wave propagation in elastic dielectrics with internal varlables,J.Technical Physics (Warsaw,Poland)
    [16] Peyret,R.,Numerical Solution of Hyperbolic Systems:Application to Gas Dynamics,Publication of the Office National d'Etude et de Recherche Aérospatiale Paris (1977).
    [17] Nayfen,A.H.and D.T.Mook,Nonlinear Oscillations,J.Wiley-Interscience,New York (1979).
    [18] Pouget,J.and G.A.Maugin,Solitons and electroacoustic interactions in ferroelectric crystals-I:Single solitons and domain walls,Physical Review,B30(1984),5306-5325.
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出版历程
  • 收稿日期:  1985-04-07
  • 刊出日期:  1985-12-15

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