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Titlebook: IUTAM Symposium on Nonlinearity and Stochastic Structural Dynamics; Proceedings of the I S. Narayanan,R. N. Iyengar Conference proceedings

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Control of Chaos in Nonlinear Systems Subjected to Parametric and Stochastic Excitations, the generalized Melnikov criterion for determining the control parameters to convert the chaotic motion to a periodic motion for the case of nonfeedback method of chaos control using the addition of a weak periodic force. This is discussed for a nonlinear system subjected to parametric and stochastic excitations.
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Higher Order Averaging Method of Coefficients in Fokker-Planck Equation, to predict approximately the response of linear and lightly nonlinear systems subject to weakly external excitation of wideband or narrow-band coloured noise random processes. The excitation of second order coloured noise is considered in more detail. It is shown that in the case of wideband random
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Non-Resonant and Resonant Chaotic Dynamics in Externally Excited Cyclic Systems, linear approximations, possess pairwise double degenerate natural frequencies with orthogonal normal modes. The dynamic response of such systems, when excited near primary resonance, is studied using the method of averaging. The averaged equations, representing the evolution of the amplitudes and p
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Simulation of Non-Gaussian Stochastic Processes with Nonlinear Filters,densities. Two types of spectral densities are considered: the low-pass type and the narrow-band type. In particular, the nonlinear filters are represented in the form of Itô stochastic differential equations, in which the drift coefficients are adjusted to match the spectral density, and the diffus
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Stochastic Nonlinear Controllers,t of the controller, a base isolation bearing, is first described and the resulting structural system identified..Then, among the available control algorithms, a fuzzy scheme is selected to drive the active component of the hybrid control scheme.
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