Abstract:In this paper, we study the long time dynamical behavior of strong damped Kirchhoff-type suspension bridge equations by the decomposing technique of operator semigroup. Under the weaker condition of the nonlinearity, we first verify the asymptotic compactness of solution semigroup in two spaces. Then we use the decomposing technique of operator semigroup to obtain the existence of exponential attractors for the strong damped Kirchhoff-type suspension bridge equations.
In this paper, we investigate the asymptotic behavior of the coupled system of suspension bridge equations. Under suitable assumptions, we obtain the existence of exponential attractors by using the decomposing technique of operator semigroup.
In this paper, we investigate the asymptotic behavior of the coupled system of suspension bridge equations. Under suitable assumptions, we obtain the existence of exponential attractors by using the decomposing technique of operator semigroup.
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