The state vector method of axisymmetric problems for multilayered magneto-electro-elastic media

作者: Jianguo Wang , Baobing Chu , Genfang Ding , Yan Shen

DOI: 10.1016/B978-008044046-0.50382-1

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摘要: Publisher Summary The state vector method is a considerably efficient for the analysis of multi-layered structures. In this chapter, equations axisymmetric problems transversely isotropic and linearly magnetoelectroelastic media are presented with aim deriving an analytical multilayered smart A general formulation obtained piezomagnetic piezoelectric space problems. Numerical results also provided. These solutions can be used to derive closed form concentrated point load electric charge. present in inclusions, cracks, defects, related composite As compared classical method, advantage that number unknowns not layers each inversion Hankel transform.

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