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IUTAM Symposium on Nonlinearity and Stochastic Structural Dynamics

Proceedings of the IUTAM Symposium held in Madras, Chennai, India 4–8 January 1999

  • Conference proceedings
  • © 2001

Overview

Editors:
  1. S. Narayanan

    1. Department of Applied Mechanics, Indian Institute of Technology, Madras, India

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  2. R. N. Iyengar

    1. Department of Civil Engineering, Indian Institute of Science, Bangalore, India
      CBRI, Roorkee, India

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    You can also search for this editor in PubMed   Google Scholar

Part of the book series: Solid Mechanics and Its Applications (SMIA, volume 85)

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Table of contents (25 papers)

  1. Front Matter

    Pages i-xviii
    Download chapter PDF

  2. Higher Order Averaging Method of Coefficients in Fokker-Planck Equation

    • N. D. Anh, N. D. Tinh
    Pages 1-14

  3. Recent Progress in Stochastic Bifurcation Theory

    • Ludwig Arnold
    Pages 15-27

  4. Non-Resonant and Resonant Chaotic Dynamics in Externally Excited Cyclic Systems

    • Anil. K. Bajaj, Sobitha Samaranayake
    Pages 29-41

  5. Simulation of Non-Gaussian Stochastic Processes with Nonlinear Filters

    • G. Q. Cai, Y. K. Lin
    Pages 43-54

  6. Stochastic Nonlinear Controllers

    • F. Casciati, L. Faravelli
    Pages 55-69

  7. Vector Fields and Maps

    • H. G. Davies, K. Karagiozis
    Pages 71-76

  8. Generalized Fourier Analysis for Stochastic Stability Problems

    • R. Griesbaum, W. Wedig
    Pages 77-94

  9. Reliability Analysis of Structures Subjected to Dynamic Loadings Using Nonlinear Sfem

    • Achintya Haldar, Jungwon Huh
    Pages 95-106

  10. Application of Conditional Linearization in the Study of Nonlinear Systems

    • R. N. Iyengar, D. Roy
    Pages 107-118

  11. Finding Response Cumulants for Nonlinear Systems With Multiplicative Excitations

    • Loren D. Lutes, Costas Papadimitriou
    Pages 119-132

  12. Nonlinear Dynamics of Beams with Stochastic Parameter Variations

    • C. S. Manohar, Sayan Gupta
    Pages 133-145

  13. Numerical Solution of the Stationary FPK Equation for A Nonlinear Oscillator

    • S. Mcwilliam
    Pages 147-158

  14. Path Integration Methods for Calculating Response Statistics of Nonlinear Oscillators Driven by α-Stable Lévy Noise

    • A. Naess, C. Skaug
    Pages 159-169

  15. Control of Chaos in Nonlinear Systems Subjected to Parametric and Stochastic Excitations

    • S. Narayanan, M. Ramesh
    Pages 171-184

  16. Stochastic Stability of Lateral-Torsional Motion of Slender Bridges Under Turbulent Wind

    • M. D. Pandey, S. T. Ariaratnam
    Pages 185-196

  17. Influence of Stochastic Effects on Flow Induced Vibrations in Tube Bundles

    • K. Popp, O. Romberg
    Pages 197-208

  18. A Passive Hopper With Lossless Collisions

    • C. K. Reddy, R. Pratap
    Pages 209-220

  19. Response of Non-Linear Oscillators to Non-White Random Excitation Using an Energy Based Method

    • J. B. Roberts, M. Vasta
    Pages 221-231

  20. Application of Bifurcation Theory to the Identification of the Constitutive Relations for Sliding Friction

    • A. R. Savkoor, J. P. Meijaard
    Pages 233-248
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Keywords

About this book

Nonlinearity and stochastic structural dynamics is of common interest to engineers and applied scientists belonging to many disciplines. Recent research in this area has been concentrated on the response and stability of nonlinear mechanical and structural systems subjected to random escitation. Simultaneously the focus of research has also been directed towards understanding intrinsic nonlinear phenomena like bifurcation and chaos in deterministic systems. These problems demand a high degree of sophistication in the analytical and numerical approaches. At the same time they arise from considerations of nonlinear system response to turbulence, earthquacke, wind, wave and guidancy excitations. The topic thus attracts votaries of both analytical rigour and practical applications.
This books gives important and latest developments in the field presenting in a coherent fashion the research findings of leading international groups working in the area of nonlinear random vibration and chaos.

Editors and Affiliations

  • Department of Applied Mechanics, Indian Institute of Technology, Madras, India

    S. Narayanan

  • Department of Civil Engineering, Indian Institute of Science, Bangalore, India

    R. N. Iyengar

  • CBRI, Roorkee, India

    R. N. Iyengar

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