AbstractWe find uniform rates of decay of the solutions of the dynamical von Karman equations in the presence of dissipative effects. Our proof is elementary and uses ideas of a recent technique due to E. Zuazua while studying nonlinear dissipative wave equations [1]
Abstract. We consider a dynamical one-dimensional nonlinear von Karman model for beams de-pending on...
This paper studies a wave equation on a bounded domain in Rd with nonlinear dissipation which is loc...
AbstractWe study the problem of decay rate for the solutions of the initial–boundary value problem t...
AbstractThe full von Karman system accounting for in plane acceleration and thermal effects is consi...
AbstractDynamic von Karman equations with a nonlinear boundary dissipation are considered. Questions...
We consider a full Von Karman system accounting for in-plane acceleration and nonlinear thermal effec...
AbstractWe study von Karman evolution equations with non-linear dissipation and with partially clamp...
Full von Karman system accounting for in-plane accelerations and describing the transient deformatio...
Full von Karman system accounting for in-plane accelerations and describing the transient deformatio...
AbstractLong-time behavior of solutions to a von Karman plate equation is considered. The system has...
The full von Karman system accounting for in plane acceleration and thermal effects is considered. T...
AbstractThe full von Karman system accounting for in plane acceleration and thermal effects is consi...
AbstractWe study the large-time behaviour of solutions to the initial-value problem for the Korteweg...
AbstractThe aim of this note is to extend the energy decay estimates from [J. Wirth, Wave equations ...
AbstractWe derive a fast decay estimate for the wave equation with a local degenerate dissipation of...
Abstract. We consider a dynamical one-dimensional nonlinear von Karman model for beams de-pending on...
This paper studies a wave equation on a bounded domain in Rd with nonlinear dissipation which is loc...
AbstractWe study the problem of decay rate for the solutions of the initial–boundary value problem t...
AbstractThe full von Karman system accounting for in plane acceleration and thermal effects is consi...
AbstractDynamic von Karman equations with a nonlinear boundary dissipation are considered. Questions...
We consider a full Von Karman system accounting for in-plane acceleration and nonlinear thermal effec...
AbstractWe study von Karman evolution equations with non-linear dissipation and with partially clamp...
Full von Karman system accounting for in-plane accelerations and describing the transient deformatio...
Full von Karman system accounting for in-plane accelerations and describing the transient deformatio...
AbstractLong-time behavior of solutions to a von Karman plate equation is considered. The system has...
The full von Karman system accounting for in plane acceleration and thermal effects is considered. T...
AbstractThe full von Karman system accounting for in plane acceleration and thermal effects is consi...
AbstractWe study the large-time behaviour of solutions to the initial-value problem for the Korteweg...
AbstractThe aim of this note is to extend the energy decay estimates from [J. Wirth, Wave equations ...
AbstractWe derive a fast decay estimate for the wave equation with a local degenerate dissipation of...
Abstract. We consider a dynamical one-dimensional nonlinear von Karman model for beams de-pending on...
This paper studies a wave equation on a bounded domain in Rd with nonlinear dissipation which is loc...
AbstractWe study the problem of decay rate for the solutions of the initial–boundary value problem t...
DOI
Add to ORKG