With regard to a body composed of a linear thermo-piezoelectric medium, referred to a natural configuration, we consider processes for it constituted by small displacements, thermal deviations and small electric fields superposed to the natural state. We show that any discontinuity surface of order r 1 for the above processes is characteristic for the linear thermo-piezoelectric partial differential equations. We show that discontinuity surfaces of order 0 generally are not characteristic; hence the conditions are written which characterize the discontinuity surfaces of order 0 that are characteristi
In this paper the Author studies the propagation of discontinuity waves of order r (r=O or $r \ge \ ...
The propagation of weak discontinuities in a polarizable medium, when dielectric relaxation phenomen...
A non-linear rate-type constitutive equation, established by Rajagopal, provides a generalization of...
With regard to a body composed of a linear thermo-piezoelectric medium, referred to a natural config...
With regard to a body composed of a linear thermo-piezoelectric medium, referred to a natural state,...
The solid body B under consideration is composed of a linear thermo-piezoelectric medium, i.e., a no...
This entry follows section [1] of the present encyclopedia, where the general conditions of propagat...
AbstractThe propagation of discontinuity waves in a rigid heat conductor at low temperatures is stud...
In this paper we study the induced discontinuities associated with a discontinuity wave of order N >...
The present study is devoted to the statement of compatibility conditions on propagating wave sur- f...
In 1968-69 Bleustein and Gulyaev discovered a new type of piezoelectric surface waves, for any mater...
We consider a plate infinite in extent and bounded by two parallel planes. The plate is filled by a ...
We consider e hypoelestic isotropic medium of degree zero and we show that the governing equations, ...
The propagation of weak discontinuities in a polarizable medium, when dielectric relaxation phenomen...
The present study is devoted to problem of propagating surfaces of weak and strong discontinuities o...
In this paper the Author studies the propagation of discontinuity waves of order r (r=O or $r \ge \ ...
The propagation of weak discontinuities in a polarizable medium, when dielectric relaxation phenomen...
A non-linear rate-type constitutive equation, established by Rajagopal, provides a generalization of...
With regard to a body composed of a linear thermo-piezoelectric medium, referred to a natural config...
With regard to a body composed of a linear thermo-piezoelectric medium, referred to a natural state,...
The solid body B under consideration is composed of a linear thermo-piezoelectric medium, i.e., a no...
This entry follows section [1] of the present encyclopedia, where the general conditions of propagat...
AbstractThe propagation of discontinuity waves in a rigid heat conductor at low temperatures is stud...
In this paper we study the induced discontinuities associated with a discontinuity wave of order N >...
The present study is devoted to the statement of compatibility conditions on propagating wave sur- f...
In 1968-69 Bleustein and Gulyaev discovered a new type of piezoelectric surface waves, for any mater...
We consider a plate infinite in extent and bounded by two parallel planes. The plate is filled by a ...
We consider e hypoelestic isotropic medium of degree zero and we show that the governing equations, ...
The propagation of weak discontinuities in a polarizable medium, when dielectric relaxation phenomen...
The present study is devoted to problem of propagating surfaces of weak and strong discontinuities o...
In this paper the Author studies the propagation of discontinuity waves of order r (r=O or $r \ge \ ...
The propagation of weak discontinuities in a polarizable medium, when dielectric relaxation phenomen...
A non-linear rate-type constitutive equation, established by Rajagopal, provides a generalization of...