The problem of finding mechanical and electrical fields in a homogeneous piezoelectric plate supported by a thin wedged-shaped cover plate is considered. Using the methods of the theory of analytic functions, the problem is reduced to a system of singular integro-differential equations. With the help of integral transformation, the exact solution of the posed by us problem is obtained. Keywords: Singular integral differential equation, Integral transformation, Piezoelectric medium, Riemann’s proble
We consider a mathematical model which describes the frictionless contact between a piezoelectric bo...
An antiplane mixed boundary electroelasticity of a stationary wave process in an un-bounded piezocer...
An antiplane mixed boundary electroelasticity of a stationary wave process in an un-bounded piezocer...
AbstractThe problem of finding mechanical and electrical fields in a homogeneous piezoelectric plate...
Steady-state vibrations of plane electroelastic waves are investigated in the paper aiming at the me...
Abstract: We consider boundary value problems of anti-plane shear in the static theory of linear pie...
A matrix formulation is presented for the solution of frictionless contact problems on arbitrarily m...
An absolutely rigid interface inclusion in a bimaterial piezoelectric space under the action of anti...
This paper presents an exact three-dimensional method of solution for the distribution of mechanical...
The Fourier transform method is applied to the Hertzian contact problem for anisotropic piezoelectri...
A matrix formulation is presented for the solution of frictionless contact problems on arbitrarily m...
The construction of (boundary) singular integral equation formulations of contact problems for Kirch...
The construction of (boundary) singular integral equation formulations of contact problems for Kirch...
An antiplane mixed boundary electroelasticity of a stationary wave process in an unbounded piezocera...
We present a procedure for the derivation of homogeneous solutions for piezoceramic layers within th...
We consider a mathematical model which describes the frictionless contact between a piezoelectric bo...
An antiplane mixed boundary electroelasticity of a stationary wave process in an un-bounded piezocer...
An antiplane mixed boundary electroelasticity of a stationary wave process in an un-bounded piezocer...
AbstractThe problem of finding mechanical and electrical fields in a homogeneous piezoelectric plate...
Steady-state vibrations of plane electroelastic waves are investigated in the paper aiming at the me...
Abstract: We consider boundary value problems of anti-plane shear in the static theory of linear pie...
A matrix formulation is presented for the solution of frictionless contact problems on arbitrarily m...
An absolutely rigid interface inclusion in a bimaterial piezoelectric space under the action of anti...
This paper presents an exact three-dimensional method of solution for the distribution of mechanical...
The Fourier transform method is applied to the Hertzian contact problem for anisotropic piezoelectri...
A matrix formulation is presented for the solution of frictionless contact problems on arbitrarily m...
The construction of (boundary) singular integral equation formulations of contact problems for Kirch...
The construction of (boundary) singular integral equation formulations of contact problems for Kirch...
An antiplane mixed boundary electroelasticity of a stationary wave process in an unbounded piezocera...
We present a procedure for the derivation of homogeneous solutions for piezoceramic layers within th...
We consider a mathematical model which describes the frictionless contact between a piezoelectric bo...
An antiplane mixed boundary electroelasticity of a stationary wave process in an un-bounded piezocer...
An antiplane mixed boundary electroelasticity of a stationary wave process in an un-bounded piezocer...