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Springer Smooth and Discontinuous Oscillator - Springer Tracts in Mechanical Engineering

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£101.98 £93.20 £95.12 £97.03 £98.95 £100.86 £102.78 27 July 2026 14 August 2026 01 September 2026 19 September 2026 08 October 2026
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Description

This groundbreaking text introduces the irrational elliptic function series and establishes theoretical foundations for smooth and discontinuous (SD) systems, marking a significant advancement in applied mathematics. The discovery of the SD oscillator and SD attractors represents a major milestone in nonlinear dynamics, following the historic Ueda attractor (1961) and Lorenz attractor (1963). The book explores how this system exhibits dynamics comparable to the Duffing oscillator, governed by hyperbolic structures and nonlinear behaviour. Essential for researchers, mathematicians, and engineers studying oscillatory systems, this Springer Tracts volume provides comprehensive methodology and practical applications for understanding complex dynamical phenomena. Ideal for advanced study in mechanical engineering and mathematical physics.

Key Features

Introduces the irrational elliptic function series as a new theoretical framework for smooth and discontinuous oscillators.

Details the SD oscillator and SD attractors as major discoveries in nonlinear dynamics following the Ueda and Lorenz attractors.

Examines the Duffing oscillator similarities and hyperbolic structure governing the smooth and discontinuous system's behaviour.

Part of Springer Tracts in Mechanical Engineering series, providing rigorous mathematical treatment for engineering applications.

Covers methodology and applications essential for advanced research in nonlinear dynamics and applied mathematics.

Addresses both theoretical foundations and practical implementations of smooth and discontinuous systems in engineering contexts.

Product Specifications

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

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