@inproceedings{scholars1754,
         journal = {2011 National Postgraduate Conference - Energy and Sustainability: Exploring the Innovative Minds, NPC 2011},
            year = {2011},
            note = {cited By 5; Conference of 3rd National Postgraduate Conference - Energy and Sustainability: Exploring the Innovative Minds, NPC 2011 ; Conference Date: 19 September 2011 Through 20 September 2011; Conference Code:88531},
           title = {Analysis of electro/mgneto-mechanical coupling factor: In laminated composite plate construct fromrotated Y-cut crystals},
         address = {Perak},
             doi = {10.1109/NatPC.2011.6136399},
          author = {Badri, T. M. and Al-Kayiem, H. H.},
        keywords = {Continuum media; Coupling factor; Effective property; In-plane polarization; Laminated composite plates; Magneto electro elastic; Magneto-elastic; matrix; Piezomagnetic; Sensors and actuators; shell/plate/laminae; Smart composites; Smart plates; Three phasis, Electric fields; Laminated composites; Magnetic fields; Mathematical models; Sustainable development, Factor analysis},
            isbn = {9781457718847},
             url = {https://www.scopus.com/inward/record.uri?eid=2-s2.0-84857065763&doi=10.1109\%2fNatPC.2011.6136399&partnerID=40&md5=ca4a2d00bd1f6a557b1c66d69c78e782},
        abstract = {Coupling between the magnetic field, electric field, and strain in continuum media is achieved when magneto-elastic (piezomagnetic) and electro-elastic (piezoelectric)layersare composed together to form a smart plate. A mathematical model was developed to investigate the effective properties for these three phases material when it modeled as plate for sensors and actuator devises, which construct with in-plane polarizations. The results have demonstrated that combining the piezoelectric and piezomagnetic to form two-phase smart composite improved the electro/mechanical coupling factor, if the poling axis align at 90 for (Li-Ni), and (Li-Ta), and zero for (Qu), and (La). In the other manner, the magneto/mechanical coupling factor remain constant. {\^A}{\copyright} 2011 IEEE.}
}