Titlebook: Von Karman Evolution Equations; Well-posedness and L Igor Chueshov,Irena Lasiecka Book 2010 Springer Science+Business Media, LLC 2010 Von K

浓缩

招募

纠缠,缠绕

deforestation

Von Karman Equations Without Rotational Inertias raises several questions related to generation of well-posed flows, making the subject more challenging. This is due to the lack of regularizing effect on the velocity s expressed by the term .. in (3.1.1). In fact, in the absence of this term the issue of uniqueness of finite energy solutions has

LIMIT

Fibrinogen

Attractors for Evolutionary Equationssented in a convenient form for applications to the material presented in subsequent chapters. For other possible approaches to the topic we refer to the monographs [17, 61, 134, 139, 172, 259, 273]..The main focus is on questions such as existence of global attractors, and their structure, dimensio

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Long-Time Behavior of Second-Order Abstract Equationsamped second-order abstract equations. To accomplish this we use abstract results of Chapter 7 that describe long-time dynamics of more general dynamical systems. Particular assumptions imposed on the data of the problem (damping and sources) are motivated by applications to nonlinear plate equation

BATE

标准

Flounder

Thermoelasticity. We consider models with and without the rotational inertia terms. The presence of this parameter changes the character of the thermoelastic dynamics from parabolic-like to hyperbolic-like. We establish the existence of a compact global attractor of finite fractal dimension and study its properties