AbstractSince the extended Stroh formalism for two-dimensional piezoelectric anisotropic elasticity preserves essential features of Stroh formalism for pure elastic materials, it becomes important to get the corresponding explicit expressions of some important matrices frequently appeared in Stroh formalism. In this paper, explicit expressions are obtained for the fundamental matrix N, material eigenvector matrices A and B, and Barnett–Lothe tensors L, S and H. Although the explicit expressions are presented under the generalized plane strain and short circuit condition, by suitable replacement of the material constants they are still valid for the other two-dimensional states. To provide a clear picture of these expressions, two typical ex...
AbstractThe generalized stress components on an anisotropic piezoelectric half-plane boundary under ...
International audienceThe theory of first strain gradient elasticity (SGE) is widely used to model s...
The formulation described in this paper leads to the electro-elastic characterization of the section...
AbstractSince the extended Stroh formalism for two-dimensional piezoelectric anisotropic elasticity ...
Similar to the case of two-dimensional anisotropic elasticity, the three generalized Barnett-Lothe t...
[[abstract]]Plane problems in anisotropic elastic media have been examined extensively using two-dim...
[[abstract]]Plane problems in anisotropic elastic media have been examined extensively using two-dim...
AbstractThe three generalized Barnett–Lothe tensors L, S and H, appearing frequently in the investig...
AbstractSince Stroh-like formalism for coupled stretching–bending analysis preserves essential featu...
Derived in this work are the explicit expressions of the three real matrices H, L and S in the Stroh...
<正> The Stroh formalism is most elegant when the boundary conditions are simple, namely,they a...
AbstractThe three matrices L(v), S(v) and H(v), appearing frequently in the investigations of the tw...
In this paper, we derive three-dimensional Green’s functions of point-force/pointcharge in anisotrop...
In this paper, we derive three-dimensional Green’s functions of point-force/point-charge in anisotro...
International audienceAccording to the symmetries of the matter the number of coe cients needed to d...
AbstractThe generalized stress components on an anisotropic piezoelectric half-plane boundary under ...
International audienceThe theory of first strain gradient elasticity (SGE) is widely used to model s...
The formulation described in this paper leads to the electro-elastic characterization of the section...
AbstractSince the extended Stroh formalism for two-dimensional piezoelectric anisotropic elasticity ...
Similar to the case of two-dimensional anisotropic elasticity, the three generalized Barnett-Lothe t...
[[abstract]]Plane problems in anisotropic elastic media have been examined extensively using two-dim...
[[abstract]]Plane problems in anisotropic elastic media have been examined extensively using two-dim...
AbstractThe three generalized Barnett–Lothe tensors L, S and H, appearing frequently in the investig...
AbstractSince Stroh-like formalism for coupled stretching–bending analysis preserves essential featu...
Derived in this work are the explicit expressions of the three real matrices H, L and S in the Stroh...
<正> The Stroh formalism is most elegant when the boundary conditions are simple, namely,they a...
AbstractThe three matrices L(v), S(v) and H(v), appearing frequently in the investigations of the tw...
In this paper, we derive three-dimensional Green’s functions of point-force/pointcharge in anisotrop...
In this paper, we derive three-dimensional Green’s functions of point-force/point-charge in anisotro...
International audienceAccording to the symmetries of the matter the number of coe cients needed to d...
AbstractThe generalized stress components on an anisotropic piezoelectric half-plane boundary under ...
International audienceThe theory of first strain gradient elasticity (SGE) is widely used to model s...
The formulation described in this paper leads to the electro-elastic characterization of the section...