Titlebook: Dynamics and Vibrations; Progress in Nonlinea Seyed Habibollah Hashemi Kachapi,Davood Domairry G Book 2014 Springer Science+Business Media

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Allergy, Addiction, Preference and PrejudiceIn this chapter and Chap. 3, we will use mathematical methods (analytical and numerical methods) for solving strongly nonlinear systems in field dynamics and vibration. More of these methods are mathematics methods that have been introduced by Chinese scientists, especially Professor Ji-Huan He.

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Allergy, Addiction, Preference and PrejudiceIn this chapter, we introduce some considerable oscillatory systems, including Duffing’s oscillation systems, Van der Pol oscillator systems, Mathieu’s Equation and Ince’s Equation, with their applications, that are the most important ones for analysis of dynamical and vibratory systems.

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Allergy, Addiction, Preference and PrejudiceIn this chapter, we consider several important applied problems in the field of dynamics, vibrations, and oscillations that were analyzed by methods mentioned in previous chapters and solved by nonlinear dynamical teams from Babol Noshirvani University of Technology.

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