£97.00

Springer - A Smooth and Discontinuous Oscillator Book

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Description

Explore a new frontier in nonlinear dynamics with A Smooth and Discontinuous Oscillator: Theory, Methodology and Applications. Published as part of the Springer Tracts in Mechanical Engineering, this work introduces the irrational elliptic function series for the first time. It provides a comprehensive theoretical treatment for both smooth and discontinuous systems, establishing a new branch of applied mathematics. This book marks a significant milestone in the field of nonlinear dynamics. Much like the discovery of the Ueda attractor in 1961 and the Lorenz attractor in 1963, the introduction of the smooth and discontinuous (SD) oscillator and SD attractors expands our understanding of complex systems. The system discussed shares significant similarities with the Duffing oscillator and follows standard dynamics governed by hyperbolic structure. Ideal for researchers, mathematicians, and engineers, this text offers the foundational methodology needed to study these unique oscillators. Whether you are studying classical nonlinear dynamics or looking to apply new mathematical frameworks to mechanical engineering, this Springer publication provides the necessary theoretical depth to advance your research.

Key Features

Introduces the irrational elliptic function series to provide a new theoretical framework for mathematical study.

Presents the discovery of smooth and discontinuous (SD) oscillators and SD attractors in nonlinear dynamics.

Offers a detailed theoretical treatment for both smooth and discontinuous systems.

Establishes a new branch of applied mathematics through the study of SD oscillators.

Provides a comparison to established systems like the Duffing oscillator and the Lorenz attractor.

Part of the Springer Tracts in Mechanical Engineering series for professional academic use.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
18 April 2017
Listed Since
23 June 2016

Barcode

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