Thermoelasticity with second sound—exponential stability in linear and non‐linear 1‐d

189 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Exponential decay in one-dimensional porous-thermo-elasticity (2005, background): “The classical theory has been studied in the book of Jiang and Racke [5].”
On the Stability of Damped Timoshenko Systems: Cattaneo Versus Fourier Law (2009, methodology): “For some applications like working with very short laser pulses in laser cleaning of computer chips, see the references in [14], it is worth while thinking of another model removing this paradox, but still keeping the essentials of a heat conduction process.”
Exponential stability in thermoelasticity with microtemperatures (2005, unknown): “The Lord and Shulmann theory of thermoelasticity has been studied by Racke [ 21 ] and the thermoelasticity of type III has been considered by Quintanilla and Racke [17] and Zhang and Zuazua [24]”
The stability number of the Timoshenko system with second sound (2012, background): “For some applications like laser cleaning computer chips with very short laser pulses, see the references in [17].”