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176  Articles
1 of 19 pages  |  10  records  |  more records»
We prove the existence of a compact finite dimensional global attractor for a coupled PDE system comprising a nonlinearly damped semilinear wave equation and a thermoelastic Mindlin-Timoshenko plate system with nonlinear viscous damping. We show the upper... see more

Indonesia merupakan negara dengan potensi di bidang perikanan yang sangat melimpah. Dengan jumlah ikan yang melimpah tersebut, tentunya metode penangkapan ikan telah banyak dikembangkan, seperti memburu atau mengikuti pergerakan ikan dan ada metode yang h... see more

This paper consider the long time behavior of a class of nonlinear damped Kirchhoff equation    2 tt 1 t t u u u u u f x ï² ï€«ï¡ ï€­ï§ï„  ï¡ ï€«ï¢ ïƒ‘ ï„ ï€½ . Study the attractor problem with initial boundary value conditions, then using ... see more

In this paper ,we study the long time behavior of solution to the initial boundary value problems for higher -orderkirchhoff-type equation with nonlinear strongly dissipation:At first ,we prove the existence and uniqueness of the solution by priori estima... see more

The paper studies the long time behavior of solutions to the initial boundary value problem(IBVP) for a class of Kirchhoff models flow  .We establish the well-posedness, theexistence of the global attractor in natural energy space

In this paper,we consider a class of generalized nonlinear Kirchhoff-Sine-Gordon equation in n dimensional space.We first prove the squeezing property of the nonlinear semigroup associated with this equation and the existence of exponential attractors.The... see more

We investigate the global well-posedness and the longtime dynamics of solutions for the higher-order Kirchhoff-typeequation with nonlinear strongly dissipation:2( ) ( )m mt t tu   ï„ u  ï¦ ï D u ï ( ) ( ) ( )m ï„ u  g u  f x . Under of t... see more

This paper studies the long time behavior of the solution to the initial boundaryvalue problems for a class of strongly damped Kirchho type wave equations:utt "1ut + j ut jp1 ut + j u jq1 u (kruk2)u = f(x):Firstly, we prove the existence and uniqueness of... see more

The goal is to establish a well-posedness result and the existence of a nite-dimensional global attractor for a model of a suspension bridge.

1 of 19 pages  |  10  records  |  more records»