Title :
SH interfacial waves between piezoelectric/piezomagnetic half-spaces with magneto-electro-elastic imperfect bonding
Author :
Yu Pang ; Jin-xi Liu
Author_Institution :
Dept. of Eng. Mech., Shijiazhuang Tie Dao Univ., Shijiazhuang, China
fDate :
Oct. 30 2014-Nov. 2 2014
Abstract :
This paper derives an explicit dispersion equation of SH waves propagating along the interface between a piezoelectric (PE) and a piezomagnetic (PM) half-space. It is assumed that the interface has a magneto-electro-elastic imperfect bonding. A general linear spring model, considering the spring constants of mechanical, electric and magnetic fields, simultaneously considering the coupled spring constants among the three fields, is adopted for modeling the imperfect interface properties. Results show that the analytical dispersion equation of SH interfacial waves is exactly agreement with the reported result for some limited and special cases. For the case of the combination of different spring constants, a new SH interfacial wave appears and its existence condition is discussed in detailed.
Keywords :
elastic waves; magnetoelastic effects; magnetoelectric effects; magnetomechanical effects; piezoelectricity; SH interfacial waves; coupled spring constants; dispersion equation; electric fields; general linear spring model; magnetic fields; magneto-electro-elastic imperfect bonding; piezoelectric-piezomagnetic half-spaces; Bonding; Dispersion; Equations; Magnetoacoustic effects; Materials; Mathematical model; Springs; Dispersion equation; Magneto-electro-elastic imperfect bonding; Piezoelectric/piezomagnetic half-spaces; SH interfacial wave;
Conference_Titel :
Piezoelectricity, Acoustic Waves, and Device Applications (SPAWDA), 2014 Symposium on
Conference_Location :
Beijing
Print_ISBN :
978-1-4799-6424-6
DOI :
10.1109/SPAWDA.2014.6998567