Abstract：
:The dispersion behavior of waves in multiferroic plates with imperfect interfacial bonding has been investigated via the method of reverberation-ray matrix, which is directly established from the three-dimensional equations of magneto-electro-elasticity in the form of state space formalism. A generalized spring-layer model is employed to characterize the interfacial imperfection. By introducing a dual system of local coordinates for each single layer, the numerical instability usually encountered in the state space method can be avoided. Based on the proposed method, a typical sandwich plate made of piezoelectric and piezomagnetic phases is considered in numerical examples to calculate the dispersion curves and mode shapes. It is demonstrated that the results obtained by the present method is unconditionally stable as compared to the traditional state space method. The influence of different interfacial bonding conditions on the dispersion characteristics and corresponding mode shapes is investigated.
journal_name
Ultrasonicsjournal_title
Ultrasonicsauthors
Zhu J,Chen W,Ye Gdoi
10.1016/j.ultras.2011.07.004subject
Has Abstractpub_date
2012-01-01 00:00:00pages
125-32issue
1eissn
0041-624Xissn
1874-9968pii
S0041-624X(11)00152-1journal_volume
52pub_type
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