AbstractA thermoelastic plate with variable coefficients in the absence of dissipative boundary mechanisms is considered. Using C0-semigroup theory and some techniques in partial differential equations, it is shown that the corresponding C0-semigroup is analytic and hence the exponential stability of the system is concluded
We provide two abstract direct proofs on the analyticity of the s.c. contraction semigroups, which a...
In this paper, we consider the system of equations that governs the evolution of the homogeneous an...
We investigate the well-posedness, the exponential stability, or the lack thereof, of thermoelastic ...
AbstractA thermoelastic plate with variable coefficients in the absence of dissipative boundary mech...
We show herein the uniform stability of a thermoelastic plate model with no added dissipative mechan...
AbstractIt is proved that the equations of a linear thermoelastic plate are associated with an analy...
We show herein the uniform stability of a thermoelastic plate model with no added dissipative mechan...
AbstractIt is proved that the equations of a linear thermoelastic plate are associated with an analy...
In this paper we consider the classical linear theory of thermoviscoelasticity for inhomogeneous and...
In this paper, we consider the system of equations that governs the evolution of the homogeneous and...
We consider (linear) thermo-elastic plate equations under five sets of canonical B.C., including two...
In this paper, we consider the system of equations that governs the evolution of the homogeneous and...
We consider (linear) thermo-elastic plate equations under five sets of canonical B.C., including two...
In this paper, we consider the system of equations that governs the evolution of the homogeneous and...
We consider (linear) thermo-elastic plate equations under five sets of canonical B.C., including two...
We provide two abstract direct proofs on the analyticity of the s.c. contraction semigroups, which a...
In this paper, we consider the system of equations that governs the evolution of the homogeneous an...
We investigate the well-posedness, the exponential stability, or the lack thereof, of thermoelastic ...
AbstractA thermoelastic plate with variable coefficients in the absence of dissipative boundary mech...
We show herein the uniform stability of a thermoelastic plate model with no added dissipative mechan...
AbstractIt is proved that the equations of a linear thermoelastic plate are associated with an analy...
We show herein the uniform stability of a thermoelastic plate model with no added dissipative mechan...
AbstractIt is proved that the equations of a linear thermoelastic plate are associated with an analy...
In this paper we consider the classical linear theory of thermoviscoelasticity for inhomogeneous and...
In this paper, we consider the system of equations that governs the evolution of the homogeneous and...
We consider (linear) thermo-elastic plate equations under five sets of canonical B.C., including two...
In this paper, we consider the system of equations that governs the evolution of the homogeneous and...
We consider (linear) thermo-elastic plate equations under five sets of canonical B.C., including two...
In this paper, we consider the system of equations that governs the evolution of the homogeneous and...
We consider (linear) thermo-elastic plate equations under five sets of canonical B.C., including two...
We provide two abstract direct proofs on the analyticity of the s.c. contraction semigroups, which a...
In this paper, we consider the system of equations that governs the evolution of the homogeneous an...
We investigate the well-posedness, the exponential stability, or the lack thereof, of thermoelastic ...
DOI
Add to ORKG