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Titlebook: Dissipative Structures and Chaos; Hazime Mori,Yoshiki Kuramoto Textbook 1998 Springer-Verlag Berlin Heidelberg 1998 Chaos.Chaotic Attracto

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书目名称Dissipative Structures and Chaos
编辑Hazime Mori,Yoshiki Kuramoto
视频video
概述Introduction to the field.Research topics included.Interdisciplinary approach.Written by highly reputated Japanese scientists
图书封面Titlebook: Dissipative Structures and Chaos;  Hazime Mori,Yoshiki Kuramoto Textbook 1998 Springer-Verlag Berlin Heidelberg 1998 Chaos.Chaotic Attracto
描述This book consists of two parts, the first dealing with dissipative structures and the second with the structure and physics of chaos. The first part was written by Y. Kuramoto and the second part by H. Mori. Throughout the book, emphasis is laid on fundamental concepts and methods rather than applications, which are too numerous to be treated here. Typical physical examples, however, including nonlinear forced oscilla­ tors, chemical reactions with diffusion, and Benard convection in horizontal fluid layers, are discussed explicitly. Our consideration of dissipative structures is based on a phenomenolog­ ical reduction theory in which universal aspects of the phenomena under consideration are emphasized, while the theory of chaos is developed to treat transport phenomena, such as the mixing and diffusion of chaotic orbits, from the viewpoint of the geometrical phase space structure of chaos. The title of the original, Japanese version of the book is Sanitsu Kozo to Kaosu (Dissipative Structures and Chaos). It is part of the Iwanami­ Koza Gendai no Butsurigaku (Iwanami Series on Modern Physics). The first Japanese edition was published in March 1994 and the second in August 1997. W
出版日期Textbook 1998
关键词Chaos; Chaotic Attractors; Dissipative Structures; Energy Dissipation; Geometric and Statistic Descripti
版次1
doihttps://doi.org/10.1007/978-3-642-80376-5
isbn_softcover978-3-642-80378-9
isbn_ebook978-3-642-80376-5
copyrightSpringer-Verlag Berlin Heidelberg 1998
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The Early Life of Ronald Harold Coaserocedure, we derived the Newell-Whitehead (NW) equation using phenomenological considerations. In this chapter, we investigate how different types of amplitude equations are derived to describe a variety of physical conditions. We then study the properties of these equations.
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The Later Years of Merton Millerhat follows, we consider a relatively simple example forming the subject of a great deal of present study, that of a collection of limit cycles oscillators, and basing our investigation on the method of phase dynamics, we discuss the fundamental points regarding synchronization phenomena.
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Introduction themselves. Following this line of reasoning, questions regarding the microscopic physical source of dissipative phenomena can be separated from the study of dissipative phenomena themselves. Such microscopic considerations are beyond the scope of this book.
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Lara Behrens,Christoph Moss,Mona Sadrowskiiodic orbits that determine the form and structure of the chaotic behavior exhibited by any given system. In this chapter we consider the problem of identifying the descriptive signature of such a set of orbits, and we establish the point of view from which we will elucidate the nature of chaos.
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https://doi.org/10.1007/978-1-4615-4619-1n question and the values of the various parameters characterizing it. For a nonequilibrium open system, as the values of such parameters are changed, the qualitative nature of the system’s behavior is seen to assume many forms, as it experiences the emergence, development and bifurcation of chaos.
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