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Springer Introduction to Soliton Theory: Applications to Mechanics

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Description

This comprehensive monograph explores soliton theory and its practical applications across solid mechanics, fluid mechanics, and biomechanics. Drawing on extensive research from the authors' institutes and significant published results, the work presents a systematic methodology for studying evolution equations by identifying waves of permanent form, examining symmetry properties, and assessing stability and solitonic characteristics. The text is designed for students and researchers in physics and applied mathematics seeking to understand how soliton theory solves real-world mechanical problems through rigorous mathematical analysis and theoretical foundations.

Key Features

Soliton theory applications span solid mechanics, fluid mechanics, and biomechanics with practical problem-solving focus.

Methodology emphasises identifying permanent-form waves and testing symmetry properties within evolution equations.

Content based on authors' original research and established significant results from published literature.

Suitable for students of physics, applied mathematics, and related disciplines seeking advanced theoretical knowledge.

Part of Springer's Fundamental Theories of Physics series, volume 143, providing rigorous scientific foundation.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
21 January 2011
Listed Since
20 September 2010

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