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Advanced mechanics: from Euler's determinism to Arnold's chaos

Classical Mechanics is the oldest and best understood part of physics. This does not mean that it is cast in marble yet, a museum piece to be admired from a distance. Instead, mechanics continues to be an active area of research by physicists and mathematicians. Every few years, we need to re-evalua...

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Autor principal: Rajeev, S G
Lenguaje:eng
Publicado: Oxford University Press 2013
Materias:
Acceso en línea:https://dx.doi.org/10.1093/acprof:oso/9780199670857.001.0001
http://cds.cern.ch/record/1609611
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author Rajeev, S G
author_facet Rajeev, S G
author_sort Rajeev, S G
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description Classical Mechanics is the oldest and best understood part of physics. This does not mean that it is cast in marble yet, a museum piece to be admired from a distance. Instead, mechanics continues to be an active area of research by physicists and mathematicians. Every few years, we need to re-evaluate the purpose of learning mechanics and look at old material in the light of modern developments. Once you have learned basic mechanics (Newton's laws, the solution of the Kepler problem) and quantum mechanics (the Schrodinger equation, hydrogen atom) it is time to go back and relearn classical mechanics in greater depth. It is the intent of this book to take you through the ancient (the original meaning of "classical") parts of the subject quickly: the ideas started by Euler and ending roughly with Poincare. We then take up the developments of twentieth century physics that have largely to do with chaos and discrete time evolution (the basis of numerical solutions).
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spelling cern-16096112021-04-21T22:15:55Zdoi:10.1093/acprof:oso/9780199670857.001.0001http://cds.cern.ch/record/1609611engRajeev, S GAdvanced mechanics: from Euler's determinism to Arnold's chaosGeneral Theoretical PhysicsClassical Mechanics is the oldest and best understood part of physics. This does not mean that it is cast in marble yet, a museum piece to be admired from a distance. Instead, mechanics continues to be an active area of research by physicists and mathematicians. Every few years, we need to re-evaluate the purpose of learning mechanics and look at old material in the light of modern developments. Once you have learned basic mechanics (Newton's laws, the solution of the Kepler problem) and quantum mechanics (the Schrodinger equation, hydrogen atom) it is time to go back and relearn classical mechanics in greater depth. It is the intent of this book to take you through the ancient (the original meaning of "classical") parts of the subject quickly: the ideas started by Euler and ending roughly with Poincare. We then take up the developments of twentieth century physics that have largely to do with chaos and discrete time evolution (the basis of numerical solutions).Classical Mechanics is the oldest and best understood part of physics. This does not mean that it is cast in marble yet, a museum piece to be admired from a distance. Instead, mechanics continues to be an active area of research by physicists and mathematicians. Every few years, we need to re-evaluate the purpose of learning mechanics and look at old material in the light of modern developments.Once you have learned basic mechanics (Newton's laws, the solution of the Kepler problem) and quantum mechanics (the Schrödinger equation, hydrogen atom) it is time to go back and relearn classical mechOxford University Pressoai:cds.cern.ch:16096112013
spellingShingle General Theoretical Physics
Rajeev, S G
Advanced mechanics: from Euler's determinism to Arnold's chaos
title Advanced mechanics: from Euler's determinism to Arnold's chaos
title_full Advanced mechanics: from Euler's determinism to Arnold's chaos
title_fullStr Advanced mechanics: from Euler's determinism to Arnold's chaos
title_full_unstemmed Advanced mechanics: from Euler's determinism to Arnold's chaos
title_short Advanced mechanics: from Euler's determinism to Arnold's chaos
title_sort advanced mechanics: from euler's determinism to arnold's chaos
topic General Theoretical Physics
url https://dx.doi.org/10.1093/acprof:oso/9780199670857.001.0001
http://cds.cern.ch/record/1609611
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