WAVE SCATTERING BY NANOINLCUSIONS IN ANISOTROPIC PLANE. PART II: NUMERICAL RESULTS

A BSTRACT : The mechanical model describing wave scattering by a system of elastic anisotropic nanoinclusions situated in an elastic anisotropic plane subjected to incident plane wave were considered in the first part of this work. The model is in the frame of 2D elastodynamics for general anisotropic continuum and surface elasticity theory proposed by Gurtin and Murdoch in 1975 [1]. The aim of the current part is to illustrate that the scattered wave field and stress concentration zones in an elastic generally anisotropic nanoheterogeneous plane is a complex result of mutual play of different key factors such as type and characteristics of the incident wave, surface elasticity properties, material anisotropy and dynamic interactions between nanoinclusions and between them and incident wave.