Analytical mechanics for relativity and quantum mechanics / Oliver Davis Johns.
Material type:
TextSeries: Oxford graduate texts: Publisher: Oxford : Oxford University Press, 2016Copyright date: ©2011Edition: Second editionDescription: xxii, 629 pages : illustrations (black and white) ; 25 cmContent type: text Media type: unmediated Carrier type: volumeISBN: 9780198766803; 0198766807Subject(s): Mechanics, Analytic | Quantum theory | Relativistic mechanics | Mechanics, Analytic | Quantum theoryDDC classification: 531.01515 LOC classification: QA808.5 | .J64 2016| Item type | Current library | Call number | Copy number | Status | Notes | Date due | Barcode |
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Female Library | QA808.5 .J64 2016 (Browse shelf (Opens below)) | 1 | Available | STACKS | 51952000229674 | |
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Main Library | QA808.5 .J64 2016 (Browse shelf (Opens below)) | 1 | Available | STACKS | 51952000229681 |
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| QA806 .B476 2016 The best writing on mathematics. 2015 / | QA807 .J68 2010 Classical mechanics with applications / | QA808.2 .T33 2012 Continuum mechanics and thermodynamics : from fundamental concepts to governing equations / | QA808.5 .J64 2016 Analytical mechanics for relativity and quantum mechanics / | QA821 .R64 2003 Statics and dynamics with background mathematics / | QA 845 D37 2004 Intermediate dynamics : complemented with simulations and animations / | QA9 .D863 2007 Transition to higher mathematics : structure and proof / |
Previous edition: 2005.
Includes bibliographical references and index.
Basic dynamics of point particles and collections -- Introduction to Lagrangian mechanics -- Lagrangian theory of constraints -- Introduction to Hamiltonian mechanics -- The calculus of variations -- Hamilton's principle -- Linear operators and dyadics -- Kinematics of rotation -- Rotational dynamics -- Small vibrations about equilibrium -- Central Force Motion -- Scattering -- Lagrangian mechanics with time as a coordinate -- Hamiltonian mechanics with time as a coordinate -- Hamilton's principle and Noether's theorem -- Relativity and spacetime -- Fourvectors and operators -- Relativistic mechanics -- Canonical transformations -- Generating functions -- Hamilton-Jacobi theory -- Angle-Action Variables -- Vector fundamentals -- Matrices and determinants -- Eigenvalue problem with general metric -- The calculus of many variables -- Geometry of phase space.
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