Stochastically Excited Nonlinear Ocean Structures

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Michael F Shlesinger (Office Of Naval Research, Usa) T Swean (Office Of Naval Res, Arlington)

Stochastically Excited Nonlinear Ocean Structures

Michael F Shlesinger (Office Of Naval Research, Usa), T Swean (Office Of Naval Res, Arlington)

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English

World Scientific Publishing Co Pte Ltd
27 March 1998

Ocean structures, such as ships, boats, piers, docks, rigs and platforms, are subject to fair weather wind and waves, as well as violent storms. A scientific analysis of these structures, under varying conditions, requires a mix of civil engineering, physics and applied mathematics. Chapters explore the nonlinear reponses of ocean structures to stochastic forcing.

Edited by: Michael F Shlesinger (Office Of Naval Research Usa), T Swean (Office Of Naval Res, Arlington)
Imprint: World Scientific Publishing Co Pte Ltd
Country of Publication: Singapore
Dimensions: Height: 230mm,
ISBN: 9789810233921
ISBN 10: 9810233922
Pages: 336
Publication Date: 27 March 1998
Audience: Professional and scholarly , Undergraduate
Format: Hardback
Publisher's Status: Active

Preface, M.F. Shlesinger, T. Swean; Stabilization of stochastic bifurcation with application to nonlinear ocean structures, R.A. Ibrahim; Controlling chaos in temporally varying environments and applications to engineering systems, M-Z Ding; Modelling of nonlinear ocean systems, A. Kareem et al; A methodology for analysis and design of sensitive nonlinear ocean systems, S.C.S. Yim, H. Li; Failures of stochastically excited systems, G.Q. Cai, Y.K. Lin; Extremes and high level exceedances of stationary random fields for ocean structure reliability, M.R. Leadbetter, I. Rychlik; Melnikov processes and noise-induced escapes - applications to engineering, physics, and biology, M. Franaszek et al; A sharp Melnikov-theoretic criterion for escape from a potential well, M.R. Frey; Stochastic models for disordered periodic processes and their applications, Z. Hou et al; levy statistics of water wave loading on ships and platforms, B.J. West; Identification of low-order equations of motion for nonlinear stability studies, P. A. Palo et al; Dynamics modelling of tension leg platforms, R.S. Adrezin, H. Benaroya; A rule base for creating an expansion of the Fokker-Planck equation, E.M. Weinstein.