Introduction to Relativity

  • Filename: introduction-to-relativity.
  • ISBN: 080187047X
  • Release Date: 2003
  • Number of pages: 205
  • Author: William D. McGlinn
  • Publisher: JHU Press



"This book contains a tremendous amount of information for its size. The discussions are clear and to the point... Any teacher on this subject should seriously consider as a textbook." -- The Physicist

Introduction to Relativity

  • Filename: introduction-to-relativity.
  • ISBN: 9780080924083
  • Release Date: 2012-12-02
  • Number of pages: 178
  • Author: John B. Kogut
  • Publisher: Academic Press



Introduction to Relativity is intended to teach physics and astronomy majors at the freshman, sophomore or upper-division levels how to think about special and general relativity in a fundamental, but accessible, way. Designed to render any reader a "master of relativity", everything on the subject is comprehensible and derivable from first principles. The book emphasizes problem solving, contains abundant problem sets, and is conveniently organized to meet the needs of both student and instructor. Simplicity: the book teaches space and time in relativity in a physical fashion with minimal mathematics Conciseness: the book teaches relativity by emphasizing the basic simplicity of the principles at work Visualization: space-time diagrams (Minkowski) illustrate phenomena from simultaneity to the resolution of the twin paradox in a concrete fashion Worked problems: two chapters of challenging problems solved in several ways illustrate and teach the principles Problem sets: each chapter is accompanied by a full set of problems for the student that teach the principles and some new phenonmena

An Introduction to Relativity

  • Filename: an-introduction-to-relativity.
  • ISBN: 9781139484688
  • Release Date: 2010-01-28
  • Number of pages:
  • Author: Jayant V. Narlikar
  • Publisher: Cambridge University Press



General relativity is now an essential part of undergraduate and graduate courses in physics, astrophysics and applied mathematics. This simple, user-friendly introduction to relativity is ideal for a first course in the subject. Beginning with a comprehensive but simple review of special relativity, the book creates a framework from which to launch the ideas of general relativity. After describing the basic theory, it moves on to describe important applications to astrophysics, black hole physics, and cosmology. Several worked examples, and numerous figures and images, help students appreciate the underlying concepts. There are also 180 exercises which test and develop students' understanding of the subject. The textbook presents all the necessary information and discussion for an elementary approach to relativity. Password-protected solutions to the exercises are available to instructors at www.cambridge.org/9780521735612.

General Relativity

  • Filename: general-relativity.
  • ISBN: 0226870375
  • Release Date: 2010-05-15
  • Number of pages: 506
  • Author: Robert M. Wald
  • Publisher: University of Chicago Press



"Wald's book is clearly the first textbook on general relativity with a totally modern point of view; and it succeeds very well where others are only partially successful. The book includes full discussions of many problems of current interest which are not treated in any extant book, and all these matters are considered with perception and understanding."—S. Chandrasekhar "A tour de force: lucid, straightforward, mathematically rigorous, exacting in the analysis of the theory in its physical aspect."—L. P. Hughston, Times Higher Education Supplement "Truly excellent. . . . A sophisticated text of manageable size that will probably be read by every student of relativity, astrophysics, and field theory for years to come."—James W. York, Physics Today

Relativity

  • Filename: relativity.
  • ISBN: 9971506122
  • Release Date: 1989
  • Number of pages: 128
  • Author: Asghar Qadir
  • Publisher: World Scientific



The most important feature in this book is the simple presentation with details of calculations. It is very easy to follow. Fairly sophisticated calculations are developed very rapidly. The presentation is logical and the detailed coverage makes this book very readable and useful. The contents develop Relativity as a modern theory of motion, starting by placing it in historical perspective and proceeding to show its logical necessity. The development of the Lorentz transformation is given using only one assumption rather than two. Right away in Chapter 3, geometry as required in Special Relativity for extension to General Relativity is introduced. This enables the use of the four-vector formalism of Minkowski. By the end of Chapter 4, the general Lorentz transformations for three-dimensional motion and their relation to four-dimensional boosts have already been explained. In Chapter 5 applications of relevance in Physics are provided. After a brief introduction to elementary electromagnetic theory, it is reformulated as a theory in four-dimensions using tensors in Chapter 6. Finally in Chapter 7, the theory is extended to deal with accelerated motion as “corrections” to Special Relativity.

Introduction to special relativity

  • Filename: introduction-to-special-relativity.
  • ISBN: UOM:49015001144808
  • Release Date: 1991
  • Number of pages: 169
  • Author: Wolfgang Rindler
  • Publisher: Oxford University Press, USA



This textbook offers a concise but thorough treatment of the theory of special relativity for advanced undergraduate and beginning graduate students. Assuming no prior knowledge of relativity, the author elaborates the underlying logic and describes the subtleties and apparent paradoxes. The text also contains a large number of problems which cover the basic modes of thinking and calculating in special relativity. Emphasis is placed on developing the student's intuitive understanding of space-time geometry along with the necessary methods of four-tensor calculus, though three-dimensional methods are also described. This updated new edition contains additional examples and problems, and the chapter on relativistic mechanics of continua has been substantially rewritten.

An Introduction to General Relativity

  • Filename: an-introduction-to-general-relativity.
  • ISBN: 052133943X
  • Release Date: 1990
  • Number of pages: 183
  • Author: L. P. Hughston
  • Publisher: Cambridge University Press



This textbook provides an introduction to general relativity for mathematics undergraduates or graduate physicists. After a review of Cartesian tensor notation and special relativity the concepts of Riemannian differential geometry are introducted. More emphasis is placed on an intuitive grasp of the subject and a calculational facility than on a rigorous mathematical exposition. General relativity is then presented as a relativistic theory of gravity reducing in the appropriate limits to Newtonian gravity or special relativity. The Schwarzchild solution is derived and the gravitational red-shift, time dilation and classic tests of general relativity are discussed. There is a brief account of gravitational collapse and black holes based on the extended Schwarzchild solution. Other vacuum solutions are described, motivated by their counterparts in linearised general relativity. The book ends with chapters on cosmological solutions to the field equations. There are exercises attached to each chapter, some of which extend the development given in the text.

Relativity

  • Filename: relativity.
  • ISBN: 0521010691
  • Release Date: 2004-02-12
  • Number of pages: 396
  • Author: Hans Stephani
  • Publisher: Cambridge University Press



Thoroughly revised and updated, this textbook provides a pedagogical introduction to relativity. It is self-contained, but the reader is expected to have a basic knowledge of theoretical mechanics and electrodynamics. It covers the most important features of both special and general relativity, as well as touching on more difficult topics, such as the field of charged pole-dipole particles, the Petrov classification, groups of motions, gravitational lenses, exact solutions and the structure of infinity. The necessary mathematical tools (tensor calculus, Riemannian geometry) are provided, most of the derivations are given in full, and exercises are included where appropriate. Written as a textbook for undergraduate and introductory graduate courses, it will also be of use to researchers working in the field. The bibliography gives the original papers and directs the reader to useful monographs and review papers.

Introduction to General Relativity

  • Filename: introduction-to-general-relativity.
  • ISBN: 9789812705846
  • Release Date: 2007
  • Number of pages: 342
  • Author: John Dirk Walecka
  • Publisher: World Scientific



A working knowledge of Einstein's theory of general relativity is an essential tool for every physicist today. This self-contained book is an introductory text on the subject aimed at first-year graduate students, or advanced undergraduates, in physics that assumes only a basic understanding of classical Lagrangian mechanics. The mechanics problem of a point mass constrained to move without friction on a two-dimensional surface of arbitrary shape serves as a paradigm for the development of the mathematics and physics of general relativity. After reviewing special relativity, the basic principles of general relativity are presented, and the most important applications are discussed. The final special topics section guides the reader through a few important areas of current research.This book will allow the reader to approach the more advanced texts and monographs, as well as the continual influx of fascinating new experimental results, with a deeper understanding and sense of appreciation.

Introduction to the Theory of Relativity

  • Filename: introduction-to-the-theory-of-relativity.
  • ISBN: 0486632822
  • Release Date: 1976
  • Number of pages: 307
  • Author: Peter Gabriel Bergmann
  • Publisher: Courier Corporation



Comprehensive coverage of special theory (frames of reference, Lorentz transformation, more), general theory (principle of equivalence, more) and unified theory (Weyl's gauge-invariant geometry, more.) Foreword by Albert Einstein.

Relativity

  • Filename: relativity.
  • ISBN: 0203018605
  • Release Date: 2003-09-02
  • Number of pages: 280
  • Author: Steve Adams
  • Publisher: CRC Press



Provides the essential principles and results of special relativity as required by undergraduates. The text uses a geometric interpretation of space-time so that a general theory is seen as a natural extension of the special theory. Although most results are derived from first principles, complex and distracting mathematics is avoided and all mathematical steps and formulae are fully explained and interpreted, often with explanatory diagrams.; The emphasis throughout the text is on understanding the physics of relativity. The structure of the book is designed to allow students of different courses to choose their own route through the short self-contained sections in each chapter. The latter part of the book shows how Einstein's theory of gravity is central to unraveling fundamental questions of cosmology.

An Introduction to General Relativity and Cosmology

  • Filename: an-introduction-to-general-relativity-and-cosmology.
  • ISBN: 9781139458405
  • Release Date: 2006-08-14
  • Number of pages:
  • Author: Jerzy Plebanski
  • Publisher: Cambridge University Press



General relativity is a cornerstone of modern physics, and is of major importance in its applications to cosmology. Plebanski and Krasinski are experts in the field and in this book they provide a thorough introduction to general relativity, guiding the reader through complete derivations of the most important results. Providing coverage from a unique viewpoint, geometrical, physical and astrophysical properties of inhomogeneous cosmological models are all systematically and clearly presented, allowing the reader to follow and verify all derivations. For advanced undergraduates and graduates in physics and astronomy, this textbook will enable students to develop expertise in the mathematical techniques necessary to study general relativity.

An Introduction to Relativistic Gravitation

  • Filename: an-introduction-to-relativistic-gravitation.
  • ISBN: 0521459303
  • Release Date: 1999-05-20
  • Number of pages: 271
  • Author: Remi Hakim
  • Publisher: Cambridge University Press



This is an introductory textbook on applications of general relativity to astrophysics and cosmology. The aim is to provide graduate students with a toolkit for understanding astronomical phenomena that involve velocities close to that of light or intense gravitational fields. The approach taken is first to give the reader a thorough grounding in special relativity, with space-time the central concept, following which general relativity presents few conceptual difficulties. Examples of relativistic gravitation in action are drawn from the astrophysical domain. The book can be read on two levels: first as an introductory fast-track course, and then as a detailed course reinforced by problems which illuminate technical examples. The book has extensive links to the literature of relativistic astrophysics and cosmology.

An Introduction to Tensor Calculus

  • Filename: an-introduction-to-tensor-calculus.
  • ISBN: 0486132145
  • Release Date: 2012-03-07
  • Number of pages: 224
  • Author: Derek F. Lawden
  • Publisher: Courier Corporation



This elementary introduction pays special attention to aspects of tensor calculus and relativity that students tend to find most difficult. Its use of relatively unsophisticated mathematics in the early chapters allows readers to develop their confidence within the framework of Cartesian coordinates before undertaking the theory of tensors in curved spaces and its application to general relativity theory. Topics include the special principle of relativity and Lorentz transformations; orthogonal transformations and Cartesian tensors; special relativity mechanics and electrodynamics; general tensor calculus and Riemannian space; and the general theory of relativity, including a focus on black holes and gravitational waves. The text concludes with a chapter offering a sound background in applying the principles of general relativity to cosmology. Numerous exercises advance the theoretical developments of the main text, thus enhancing this volume’s appeal to students of applied mathematics and physics at both undergraduate and postgraduate levels. Preface. List of Constants. References. Bibliography.

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