Magneto-electro-elastic laminated plates with an elliptical hole subjected to out-of-plane bending moments

In this paper, the Lekhnitskii solutions for the cylindrical bending of the magneto-electro-elastic composite laminates with an elliptic hole are obtained using the classical Mushhelishvili-Lekhnitskii complex variable method and exact boundary conditions. According to the results of the numerical calculation, it is found that the stress concentration near the hole depends on the material constants and the hole geometry.