Titlebook: Computational Methods in Stochastic Dynamics; Volume 2 Manolis Papadrakakis,George Stefanou,Vissarion Pap Book 2013 Springer Science+Busine

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6.2.3 The energy density spectrum,actical robust controller design methodology is developed, which is based on recent theoretical results on .. control theory and .-analysis. Numerical examples demonstrate the vibration-suppression property of the proposed smart beams.

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Systematic Formulation of Model Uncertainties and Robust Control in Smart Structures Using ,, and ,actical robust controller design methodology is developed, which is based on recent theoretical results on .. control theory and .-analysis. Numerical examples demonstrate the vibration-suppression property of the proposed smart beams.

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Random Dynamical Response of a Multibody System with Uncertain Rigid Bodies,nerator of independent realizations are then developed. Several uncertain rigid bodies can be linked each to the others in order to calculate the random response of a multibody dynamical system. An application is proposed to illustrate the theoretical development.

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Dynamic Variability Response for Stochastic Systems,’s response. The necessarily asserted conjecture of independence of the DVRF to the spectral density and the marginal probability density is validated numerically through brute-force Monte Carlo simulations.

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Computational Stochastic Dynamics Based on Orthogonal Expansion of Random Excitations,n on a weakly nonlinear oscillator. In dealing with strongly nonlinear dynamics problems, a variational method is presented by formulating a convolution-type action and using the COE representation as trial functions.

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6.2.4 Surface waves in deep water,rections implicit method shows good performance in terms of efficiency and accuracy. In this paper various finite difference and finite element methods are discussed, and the results are compared using various numerical examples.

遺棄

6.1 Classification and basic features,e plotted numerically to study how the random inhomogeneities will affect the dispersion properties of the half space with random density. This research may find its application in seismology, non-destructive test/evaluation, etc.

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