Search results for: dynamical-issues-in-combustion-theory

Dynamical Issues in Combustion Theory

Author : Paul C Fife
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Dynamical Issues in Combustion Theory

Author : Paul C. Fife
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This IMA Volume in Mathematics and its Applications DYNAMICAL ISSUES IN COMBUSTION THEORY is based on the proceedings of a workshop which was an integral part of the 1989-90 IMA program on "Dynamical Systems and their Applications." The aim of this workshop was to cross-fertilize research groups working in topics of current interest in combustion dynamics and mathematical methods applicable thereto. We thank Shui-Nee Chow, Martin Golubitsky, Richard McGehee, George R. Sell, Paul Fife, Amable Liiian and Foreman Williams for organizing the meeting. We especially thank Paul Fife, Amable Liiilin and Foreman Williams for editing the proceedings. We also take this opportunity to thank those agencies whose financial support made the workshop possible: the Army Research Office, the National Science Foundation and the Office of Naval Research. Avner Friedman Willard Miller, Jr. ix PREFACE The world ofcombustion phenomena is rich in problems intriguing to the math ematical scientist. They offer challenges on several fronts: (1) modeling, which involves the elucidation of the essential features of a given phenomenon through physical insight and knowledge of experimental results, (2) devising appropriate asymptotic and computational methods, and (3) developing sound mathematical theories. Papers in the present volume, which are based on talks given at the Workshop on Dynamical Issues in Combustion Theory in November, 1989, describe how all of these challenges have been met for particular examples within a number of common combustion scenarios: reactiveshocks, low Mach number premixed reactive flow, nonpremixed phenomena, and solid propellants.

Dynamical Issues in Combustion Theory

Author : Paul C. Fife
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The world of combustion phenomena is rich in problems intriguing to the mathematical scientists, offering challenges on several fronts: mathematical modeling, devising appropriate asymptotic and computational methods, and developing sound mathematical theories. Papers in this volume describe how all of these challenges have been met for particular examples within a number of common combustion scenarios: reactive shocks, low mach number premixed reactive flow, nonpremixed phenomena, and solid propellants. The types of phenomena they examine are also diverse: properties of interfaces and shocks, including curvature effects, the stability and other properties of steady structures, the long time dynamics of evolving solutions, and spatio-temporal patterns. These issues are foremost in combustion research; the papers collected here provide a good representative sampling of contemporary activity in this field.

Fluid Dynamical Aspects of Combustion Theory

Author : M. Onofri
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This Research Note contains papers presented in a series of seminars held at the Istituto per le Applicazioni del Calcolo 'M. Picone' of the Italian National Research Council during the special year devoted to 'Fluid Dynamical Aspects of Combustion Theory'. Its main goal was to provide a systematic presentation of the state of combustion science.

Modeling in Combustion Science

Author : John Buckmaster
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The articles in this volume treat various problems in combustion science that are of importance in applications to technology and to environmental sciences. The authors treat turbulence in premixed and non-premixed flames as well as pressure interactions and wave phenomena. Also supersonic flows and detonations are discussed. The main emphasis, however, is on the modelling and numerical treatment of combustion phenomena. The book addresses researchers in physics and engineering, and mathematicians from scientific computing.

Dynamics of Heterogeneous Combustion and Reacting Systems

Author : A. L. Kuhl
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T A M Report

Author :
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Studying Turbulence Using Numerical Simulation Databases V

Author : Center for Turbulence Research (U.S.)
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Radar and Sonar

Author : F. Alberto Grünbaum
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This IMA Volume in Mathematics and its Applications RADAR AND SONAR, PART II is based on the proceedings of the second week of the IMA summer program "Radar and Sonar". Week two was devoted to the presentation of problems and solutions of problems in Radar and Sonar. vVe are grat.eful to Alberto Griinbaum, Marvin Bernfeld and Richard Blahut for organizing the program. We also take this opportunity to thank those agencies whose financial support made the summer program possible: the Air Force Office of Scientific Research, the Army Research Office, the National Science Foundation, the National Security Agency and the Office of Naval Research. A vner Friedman Willard Miller, Jr. PREFACE This volume contains a representative discussion of mathematical problems that arise in radar and sonar and is based on the lectures that were given during the second week of the IMA summer program RADAR AND SONAR, June IS-June 29, 1990. (The first week was devoted to three sets of tutorial lectures and the lecture notes from that part of the program appear in an earlier IMA volume.) The second week was run as a workshop of contributed papers without formal review. The speakers were selected to cover a broad range of problems in this area.

Twist Mappings and Their Applications

Author : Richard McGehee
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In his 1890 analysis of the stability of orbits in the classical three body problem, PoincarA(c) introduced basic ideas about twist maps of the annulus. One hundred years later, the study of twist maps is an important area of dynamical systems theory. Based on a recent IMA workshop, Twist Mappings and Their Applications presents some of the most up-to-date developments in this area by leading figures in the field. The topics in this volume range from the exposition of new tools used to study the area-preserving map of the two-dimensional annulus to analogues of twist maps for higher dimensional annuli and their applications to dynamical systems. In addition, the text incorporates articles which use such innovations to shed light on the original questions of stability in mechanical systems. This book will be of interest to mathematicians, physicists and engineers wishing to keep abreast of this fundamental and evolving area of classical mechanics. It could also be useful to students, scientists and scholars interested in studying the practice of manifold analysis.

Annual Report for the Year

Author : University of Minnesota. Institute for Mathematics and Its Applications
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Notices of the American Mathematical Society

Author : American Mathematical Society
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Newsletter

Author : New Zealand Mathematical Society
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SIAM Journal on Computing

Author : Society for Industrial and Applied Mathematics
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Index of Conference Proceedings

Author :
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SIAM Journal on Control and Optimization

Author : Society for Industrial and Applied Mathematics
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SIAM Journal on Scientific Computing

Author :
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Society for Industrial and Applied Mathematics Journal on Numerical Analysis

Author : Society for Industrial and Applied Mathematics
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SIAM Journal on Matrix Analysis and Applications

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Discrete and Continuous Dynamical Systems

Author :
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