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Nonlinear Systems
Nonlinear Systems covers a wide range of topics in nonlinear science, from general nonlinear dynamics, soliton systems, and the solution of nonlinear differential and difference equations to the integrability of discrete nonlinear systems, and classical and quantum chaos. Its chapters reflect the current status of important nonlinear theories in various areas of applied mathematics and mathematical physics and collectively provide a comprehensive picture of new areas and their applications.
Nonlinear Dynamics
Contributed articles presented at the International Conference on Nonlinear Dynamics: Integrability and Chaos held at Bharathidasan University during 12-16 Feb., 1998. In honor of Prof. M. Lakshmanan.
N4-Macrocyclic Metal Complexes
In response to significant developments in sensor science and technology, this book offers insight into the various extended applications and developments of N4 macrocycle complexes in biomimetic electrocatalysis. Covers chemical properties of electrocatalysts, use of specific species, and analytical applications.
Handbook of Heterogeneous Catalysis, 8 Volume Set
Now in 8 volumes, the completely revised and expanded second edition of this much-cited handbook collates the knowledge available on heterogeneous catalysis, providing easy-to-find yet comprehensive information. The new edition contains some 80% more material and takes into account the latest developments in the field, making it still the most up-to-date compendium in heterogeneous catalysis. More than 300 leading experts -- a veritable "Who's Who" in catalysis -- contributed to this unrivalled masterpiece, covering all aspects of the subject, from the physico-chemical foundations to large-scale industrial applications. With its straightforward presentation, this is an essential and indispensable tool for every scientist working in this area.
Basic Plasma Physics
BASIC PLASMA PHYSICS is designed to serve as an introductory compact textbook for advanced undergraduate, postgraduate and research students taking plasma physics as one of their subject of study for the first time. It covers the current syllabus of plasma physics offered by the most universities and technical institutions. The book requires no background in plasma physics but only elementary knowledge of basic physics and mathematics. Emphasis has been given on the analytical approach. Topics are developed from first principle so that the students can learn through self-study. One chapter has been devoted to describe some practical aspects of plasma physics. Each chapter contains a good number of solved and unsolved problems and a variety of review questions, mostly taken from recent examination papers. Some classroom experiments described in the book will surely help students as well as instructors.
An Introduction to Mathematical Physics
AN INTRODUCTION TO MATHEMATICAL PHYSICS discusses the Curvilinear Coordinates, Vector Space, Matrices, Tensors, Beta Function, Gamma Function, Error Function, Dirac Delta Function, Green Function Method, Complex Analysis, Differential Equations, Bessel Function, Legendre Function, Laguerre Function, Hermite Function, Fourier Series, Fourier Transform and Laplace Transform. Each topic is explained with the help of simple exercises using simple language.
Thermodynamics and Statistical Mechanics
Provides a critical elaboration of thermodynamics as applied to phase transition, discusses the relationship between the ensemble theory of classical and quantum statistics and thermodynamics, and then obtains Maxwell-Boltzmann, Fermi-Dirac and the Bose-Einstein distributions.
Vector Spaces and Matrices in Physics
The theory of vector spaces and matrices is an essential part of the mathematical background required by physicists. Most books on the subject, however, do not adequately meet the requirements of physics courses-they tend to be either highly mathematical or too elementary. Books that focus on mathematical theory may render the subject too dry to hold the interest of physics students, while books that are more elementary tend to neglect some topics that are vital in the development of physical theories. In particular, there is often very little discussion of vector spaces, and many books introduce matrices merely as a computational tool. Vector Spaces and Matrices in Physics fills the gap bet...
Essentials of Crystallography
ESSENTIALS OF CRYSTALLOGRAPHY presents a comprehensive study of the essential aspects of crystallography. The topics include a detail discussion of geometry and symmetry of crystals, a simplified approach to derive the point groups and space groups, methods of crystal growth and related theories, imperfections in crystalline solids, various diffraction methods, procedures for solving crystal structures and computing methods in crystallography. Keeping in view the diverse nature of readers, the treatments and the mathematics used in the book have been kept as simple as possible. This book will serve as a textbook to any crystallographic course at Postgraduate and M. Phil. level. In addition, this will be helpful for all researchers in physics, chemistry, biology, mineralogy etc. who are working with crystallography related problems. NEW TO THE SECOND EDITION Chapter on * Groups, Matrices and Representation of Symmetry Operations
Stark Broadening of Hydrogen and Hydrogenlike Spectral Lines in Plasmas
The Stark broadening of spectral lines in plasmas belongs to the highest level of plasma spectroscopy and is consequently its most complicated subject. This book presents analytical advances into this problem, thus yielding a physical insight.
