Approximate analytical response curve for a parametrically excited highly nonlinear 1-DOF system with an application to ship roll motion prediction

Author:

Bulian Gabriele

Publisher

Elsevier BV

Subject

Applied Mathematics,Computational Mathematics,General Economics, Econometrics and Finance,General Engineering,General Medicine,Analysis

Reference30 articles.

1. V. Belenky, K.M. Weems, W.M. Lin, J.R. Paulling, Probabilistic analysis of roll parametric resonance in head sea, Proceedings of the Eighth International Conference on Stability of Ships and Ocean Vehicles (STAB2003), Madrid, September 2003, pp. 325–340.

2. Theory of Ship Motions, (English translation);Blagoveshchensky,1962

3. G. Bulian, Parametric roll in regular and irregular sea, Graduation Thesis, University of Trieste, October 2002 (in Italian).

4. G. Bulian, Nonlinear parametric rolling in regular waves—A general procedure for the analytical approximation of the GZ curve and its use in time domain simulations, Technical Report PHD1-2003, DINMA, University of Trieste, Submitted for publication.

5. G. Bulian, Nonlinear parametric rolling in regular waves–An approximate analytical solution for the response curve in the region of first parametric resonance, Technical Report PHD2-2003, DINMA, University of Trieste, Submitted for publication.

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