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Antiplane strain (shear) of orthotropic non-homogeneous prismatic shell-like bodies

Chinchaladze N., Jaiani G.

Archives of Mechanics

2017

Vol. 69, nr 4-5

305--316

Antiplane strain (shear) of orthotropic non-homogeneous prismatic shell-like bodies are considered when the shear modulus depending on the body projection (i.e., on a domain lying in the plane of interest) variables may vanish either on a part or on the entire boundary of the projection. We study the dependence of the well-posedness of the boundary conditions (BCs) on the character of the vanishing of the shear modulus. The case of vibration is considered as well.