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3 edition of Pattern formation in complex dissipative systems found in the catalog.

Pattern formation in complex dissipative systems

Pattern formation in complex dissipative systems

fluid patterns, liquid crystals, chemical reactions : Kitakyushu, Japan, 18-20 September, 1991

by

  • 58 Want to read
  • 19 Currently reading

Published by World Scientific in Singapore, River Edge, NJ .
Written in English

    Subjects:
  • Crystal growth -- Congresses.,
  • Heat -- Convection -- Congresses.,
  • Chemical reactions -- Congresses.,
  • Turbulence -- Congresses.,
  • Pattern formation (Physical sciences) -- Congresses.

  • Edition Notes

    Includes bibliographical references and index.

    Statementedited by S. Kai.
    GenreCongresses.
    ContributionsKai, S. 1947-
    Classifications
    LC ClassificationsQD921 .P344 1992
    The Physical Object
    Paginationxiii, 580 p. :
    Number of Pages580
    ID Numbers
    Open LibraryOL1712149M
    ISBN 109810208790
    LC Control Number92014203


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Pattern formation in complex dissipative systems Download PDF EPUB FB2

Spontaneous pattern formation in nonlinear dissipative systems far from equilibrium is a paradigmatic case of emergent behaviour associated with complex systems.

It is encountered in a great variety of settings, both in nature and technology, and has numerous applications ranging from nonlinear optics through solid and fluid mechanics, physical chemistry and chemical.

Complexity studies focus on the simplicity in the dynamic process of pattern formation instead Pattern formation in complex dissipative systems book the pattern's static structure.

The relationships between components in a complex system are generally more important than the components themselves because local rules regarding connectivity generate global order.

Spontaneous pattern formation in nonlinear dissipative systems far from equilibrium is a paradigmatic case of emergent behaviour associated with complex systems. It is encountered in a great variety of settings, both in nature and technology, and has numerous applications ranging from nonlinear optics through solid and fluid mechanics, physical.

Spontaneous pattern formation in nonlinear dissipative systems far from equilibrium occurs in a variety of settings in nature and technology, and has applications ranging from nonlinear optics through solid and fluid mechanics, physical chemistry and chemical engineering to biology.

In a complex system, the interactions between individual agents often lead to emergent collective behavior like spontaneous synchronization, swarming, and pattern formation. Understanding the spontaneous formation and dynamics of spatiotemporal patterns in dissipative nonequilibrium systems is one of the major challenges in nonlinear science.

This collection of expository papers and advanced research articles, written by leading experts, provides an overview of the state of the art. pattern forming system existing in the fly’s eye or in the plant. The fact that similar models can describe essential steps in so distantly related organisms as animals and plants suggests that they reveal some universal mechanisms.

INTRODUCTION A most fascinating aspect of biological systems is the generation of complex organisms in each round of the.

Request PDF | Pattern Formation in Dissipative Systems: A Particle Approach | Experimental investigations of self-organizing processes in physical, chemical, physico.

Spontaneous pattern formation in nonlinear dissipative systems far from equilibrium is a paradigmatic case of emergent behaviour associated with complex systems.

It is encountered in a great variety of settings, both in nature and technology, and has numerous applications ranging from nonlinear optics through solid and fluid mechanics, physical Price: $ This book will also interest scientists who want to learn about the experiments, simulations, and theory that explain how complex patterns form in sustained nonequilibrium systems.

Reviews 'This book gives an excellent didactic introduction to pattern formation in spatially extended by: Nonlinear Dynamics of Pattern Formation in Physics and Biology By Raymond E.

Goldstein This chapter summarizes the work on the nonlinear dynamics of pattern formation in a broad range of dissipative and Hamiltonian systems. In this volume, the problems of pattern formation in physics, chemistry and other related fields in complex and nonlinear dissipative systems are studied.

Main subjects discussed are formation mechanisms, properties, statistics, crystallization, viscous fingering and others. Abstract. Pattern formation in complex dissipative systems book major step in understanding pattern formation has been achieved by studying idealized systems.

However, in nature inhomogeneous systems are much more abundant than their idealized homogeneous counterparts. Here we report about experimental results on pattern formation in two inhomogeneous systems, thermal convection in porous Cited by: Spontaneous pattern formation in nonlinear dissipative systems far from equilibrium is a paradigmatic case of emergent behaviour associated with complex systems.

It is encountered in a great variety of settings, both in nature and technology, and has numerous applications ranging from nonlinear optics through solid and fluid mechanics, physical chemistry and chemical Book Edition: Softcover Reprint of Hardcover 1st Ed.

The highly dissipative nature of the particle collisions means energy input is needed in order to mobilize the grains. This interplay of dissipation and excitation leads to a wide variety of pattern formation processes, which are addressed in this book.

The three parts of this book contains the basics of nonlinear science, with applications in physics. Part I contains an overview of fractals, chaos, solitons, pattern formation, cellular automata and complex systems. In Part II, 14 reviews and essays by.

The dissipative parametric instability provides an useful and interesting tool for the control of pattern formation in nonlinear optical systems with potentially interesting applications in technological applications, like the design of mode- locked lasers emitting pulse trains with tunable repetition rate; but it could also find realizations.

ELSEVIER Physica D 86 () PHYSICA Pattern formation in reaction-diffusion systems - dissipative solitons in physical systems M.

Bode, H.-G. Purwins lnstitut fu'r Angewandte Physik, Universitdt Miinster, Corrensstr. 2/4, Miinster, Germany Abstract Two-component reaction-diffusion systems are by: A new methodology was introduced to investigate the pattern formation in time series systems due to their viscoelastic behavior.

Four stochastic processes, uniform distribution, normal distribution, Nasdaq stock market index, and a melody were studied within this context. The time series data were converted into vectorial forms in a scattering diagram. Morphogenesis as Bayesian inference: A variational approach to pattern formation and control in complex biological systems.

(dissipative) random dynamical systems, action is not minimized for each element of the system, but, Cited by: 3. Dynamical Systems: An International Journal, Vol. 34, No. 4, pp.J52 "Pattern formation in the doubly-nonlocal Fisher-KPP equation" C.

Kuehn and P. Tkachov: Discrete and Continuous Dynamical Systems A, Vol. 39, No. 4, pp.J51 "Towards sample path estimates for fast-slow stochastic partial differential equations".

Publications Effect of Noise on Bifurcations and Patterns in Dissipative Systems, G. Ahlers, in The Global Geometry of Turbulence, edited by z Sendin, (Plenum, London, ). in Proceedings of the KIT International Workshop on the Physics of Pattern Formation in Complex Dissipative Systems, edited by S.

Kai. Gerhard Dangelmayr Books: Dynamics and Bifurcation of Patterns in Dissipative Systems, G. Dangelmayr and I.

Oprea, Eds.; World Scientific Series on Nonlinear Science () ISBN ; Dynamics of Nonlinear Waves in Dissipative Systems: Reduction, Bifurcation and Stability, G. Dangelmayr, B.

Fiedler, K. Kirchgaessner and A. Mielke; Pitman Research Notes. Pattern formation is ubiquitous in nature at all scales, from morphogenesis and cloud formation to galaxy filamentation. How patterns emerge in a homogeneous system is a fundamental question Author: Zhendong Zhang. Strongly nonlinear patterns: In fluid systems with strong restraints (for example rapidly rotating systems, or a strong imposed magnetic field) the flow in one or more directions is inhibited.

As a result the motion is simplified and asymptotic techniques can be used to cast the pattern formation problem into the form of a nonlinear eigenvalue.

Dissipative Structure and Weak Turbulence provides an understanding of the emergence and evolution of structures in macroscopic systems.

This book discusses the emergence of dissipative structures. Organized into 10 chapters, this book begins with an overview of the stability of a fluid layer with potentially unstable density stratification in.

With larger imposed gradients, the patterns can become more complex and even disordered in both space and time. We discuss the general principles of pattern formation in systems driven away from equilibrium and illustrate the principles with examples from experiments.

SIAM Journal on Applied Dynamical Systems() Localized chaotic patterns in weakly dissipative systems. The European Physical Journal Special Topics() Localized States in a Model of Pattern Formation in a Cited by: Get this from a library.

Stochastic Dynamics and Pattern Formation in Biological and Complex Systems: the APCTP Conference, Seoul, Korea, [Seunghwan Kim; Kyoung J Lee; Wokyung Sung] -- Annotation This proceedings focuses on the emergent properties of complex systems as a whole, looking for self-organization, conformational transitions, patterns, &.

Modulational instability and pattern formation in discrete dissipative systems: Authors: Yaoundé, Cameroon; Max-Planck-Instiut for the Physics of Complex Systems, Noethnitzer Stra D Dresden, Germany) the induced modulational instability leads to the formation of ordered and disordered patterns.

The theoretical findings. Philip ball provides a comprehensive overview of the Emergent phenomenon of pattern formation in nature. His discussions range from the physical processes like the minimal surfaces in bubbles and foams, BZ reactions, convection cells, mineral dendrite formations, branching of rivers to the very similar patterns formed in the biological systems like the pattern formation /5.

Predator-Prey Oscillations, Synchronization and Pattern Formation in Ecological Systems (B Blasius & R Tönjes) and other papers Readership: Graduate students of physics, chemistry, biology and applied mathematics; researchers in complex systems, nonlinear and stochastic processes.

Dissipative solitons (DSs) are stable solitary localized structures that arise in nonlinear spatially extended dissipative systems due to mechanisms of self-organization. They can be considered as an extension of the classical soliton concept in conservative systems. An alternative terminology includes autosolitons, spots and pulses.

My research interests center on nonlinear dynamics of dissipative systems. These focus on bifurcation theory, particularly in systems with symmetries, transition to chaos in such systems, low-dimensional behavior of continuous systems and the theory of nonlinear waves.

Applications include pattern formation in fluid systems, reaction-diffusion systems, and related systems. Dissipative Solitons in Physical Systems Talk given by H.-G. Purwins Institute of Applied Physics Chapter 1 Introduction. Cosmology and Pattern Formation Complex Behaviour of Pattern Forming Nonlinear Dissipative Systems • Patterns in space and time • deep insight into the mechanisms of pattern formation of nonlinear.

Pattern formation in dissipative systems Mathematical understanding of the complex pattern formation Controllability of the pattern formation processes (effect of the inhomogeneity etc.).

A topic of great interest for pattern-forming systems is the possibility of a spontaneous change in symmetry and dynamics as one slowly varies an external parameter. In this letter, we identify that a stationary localized structure without rotational symmetry, such as a pair of bound dissipative solitons, can spontaneously begin to rotate.

The underlying mechanism is similar to the widely Cited by: Research interests: macro ecology, food webs, time-series analysis, noisy, weakly nonlinear oscillators, characterization of complex structures.

Light bullets and dynamic pattern formation in nonlinear dissipative systems. Grelu P, Soto-Crespo J, Akhmediev N. In the search for suitable new media for the propagation of (3+1) D optical light bullets, we show that nonlinear dissipation provides interesting by:   1.

Dissipative structures: from spatio-temporal to functional organization. From the very beginning of his scientific work, Ilya Prigogine devoted his attention to non-equilibrium self-organization in chemical, physical and biological systems [1–3].Although trained primarily in chemistry and physics, Prigogine was always attracted by the self-organizing properties of Cited by:.

Michael Cross and Henry Greenside, Pattern Formation and Dynamics in Nonequilibrium Systems (Cambridge University Press, ) There are a few other good books that have a somewhat narrower focus: Paul Manneville, Dissipative structures and weak turbulence (Academic Press, ).