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期刊论文
Inclusions of arbitrary shape in magnetoelectroelastic composite materials
International Journal of Engineering Science 41(2003)85-102，-0001，（）：
Analytic solutions are obtained for the two-dimensional problem of a magnetoelectroelastic inclusion of arbitrary shape in an entire plane, or interacting with a circular magnetoelectroelastic inhomogeneity, or within one of the two bonded dissimilar magnetoelectroelastic half-planes. The eigenfield imposed on the inclusion consists of uniform anti-plane eigenstrains, uniform in-plane eigenelectric field, and uniform inplane eigenmagnetic field. Several examples of practical practice are also presented to demonstrate the obtained solutions.
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