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  • 1
    Online Resource
    Online Resource
    San Diego :Elsevier Science & Technology,
    Keywords: Quantum field theory. ; Electronic books.
    Type of Medium: Online Resource
    Pages: 1 online resource (301 pages)
    Edition: 1st ed.
    ISBN: 9780323156950
    DDC: 537.6
    Language: English
    Note: Front Cover -- Introduction to Electrodynamics and Radiation -- Copyright Page -- Table of Contents -- Preface -- Acknowledgments -- Chapter I. The Special Theory of Relativity -- A. Newtonian Physics -- B. Inclusion of the Electromagnetic Field -- C. Resolution of the Problem -- D. Some Consequences of Special Relativity -- Problems -- References -- General References -- Chapter II.Tensor Analysis and TV-Dimensional Geometry -- A. N-Dimensional Spaces and Their Transformations -- B. Scalars, Vectors, and Tensors -- C. Riemannian Geometry -- D. Tensor Calculus -- E. Pseudotensors -- Problems -- References -- General References -- Chapter III. Space-Time of Special Relativity -- A. Space-Time -- B. Relativistic Classical Mechanics -- Problems -- References -- Chapter IV. The Covariance of Classical Electrodynamics -- A. Four-Vectors of Electrodynamics -- B. Charged Particles and Conservation Laws -- C. Potentials and Fields of Charged Particles -- Problems -- References -- Chapter V. Radiation from Charged Particles -- A. Accelerated Charges -- B. Frequency and Angular Distributions of Radiation -- C. Čerenkov Radiation -- D. Transition Radiation -- Problems -- References -- Chapter VI. Scattering Processes -- A. Bremsstrahlung -- B. Radiation Scattering from Electrons -- C. Summary -- Problems -- References -- Chapter VII. The Classical Electron -- A. Classical Theory of Charged Particles -- B . The Relativistic Electron -- C. Applications of the Theory -- Problems -- References -- Chapter VIII. Canonical Formulation of Classical Electrodynamics -- A. The Pure Radiation Field -- B. Field and Particles Combined -- Problems -- References -- Chapter IX. Quantization of the Radiation Field -- A. Direct Quantization -- B. Photons -- C. Coherent Photon States -- Problems -- References -- Chapter X. The Quantum Mechanics of N-Particle Systems. , A. Indentical Particles -- B. The Number Representation -- C. Fock Space -- Problems -- References -- Chapter XI. Methods of Calculation -- A. Coupled System of Radiation and Charged Particles -- B. The Calculational Problem -- C. The Interaction Picture -- D. Diagrammatic Analysis of Electrodynamic Processes -- Problems -- References -- Chapter XII. Application to Classical Processes -- A. Thomson Scattering -- B. Nonrelativistic Bremsstrahlung -- C. Coulomb Scattering -- Problems -- References -- Chapter XIII. Quantum Mechanical Processes -- A. Photon Emission and Absorption -- B. The Atomic Photoelectric Effect -- C. Scattering of Light from Atoms -- Problems -- References -- Chapter XIV. Self-Energies and Renormalization -- A. Higher-Order Calculations -- B. Self-Energy of the Electron -- Problems -- References -- Chapter XV. Radiative Corrections and the Infrared Problem -- A. The Lamb Shift -- B. Radiative Corrections to Thomson Scattering -- C. Radiative Corrections to Coulomb Scattering -- Problems -- References -- Chapter XVI. Covariant Quantum Electrodynamics -- A. Manifestly Covariant Formulation of QED -- B. Relativistic Forms of Some Previous Results -- C. Some Inherently Relativistic Processes -- D. Conceptual Problems and the Validity of QED -- References -- Appendix A. The Covariant Derivative -- References -- Appendix B. Ground State of the Many-Electron System -- References -- Appendix C. The Quantum Theory of Scattering -- References -- Index.
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  • 2
    Online Resource
    Online Resource
    Oxford :Oxford University Press, Incorporated,
    Keywords: Entropy -- Statistical methods. ; Entropy (Information theory). ; Electronic books.
    Description / Table of Contents: The book explicates the concept of entropy, particularly its governance of all of thermal physics, over a broad range of equilibrium and nonequilibrium phenomena. Historical development and modern research are presented in the context of entropy as a fundamental element of probability theory and its relation to the notion of information.
    Type of Medium: Online Resource
    Pages: 1 online resource (224 pages)
    Edition: 1st ed.
    ISBN: 9780191562952
    Series Statement: International Series of Monographs on Physics Series ; v.141
    DDC: 536/.73
    Language: English
    Note: Intro -- Contents -- Preface -- 1 Introduction -- 1.1 Heat -- 1.2 The emergence of entropy -- 1.3 Classical thermodynamics -- 1.4 Is there a deeper interpretation? -- 2 Some clarification from another direction -- 2.1 Information and physics -- 3 The probability connection -- 3.1 The principle of maximum entropy -- 4 Equilibrium statistical mechanics and thermodynamics -- 4.1 The meaning of maximum entropy -- 4.2 Fluctuations -- 4.3 A mischaracterization -- 5 The presumed extensivity of entropy -- 6 Nonequilibrium states -- 6.1 The linear approximation -- 6.2 Simple fluids -- 6.3 A transport example -- 6.4 Inhomogeneous systems -- 6.5 Some reflection -- 7 Steady-state processes -- 7.1 Steady-state transport processes in simple fluids -- 8 Sources and time-dependent processes -- 8.1 Equation of motion revisited -- 9 Thermal driving -- 9.1 Nonequilibrium thermodynamics -- 9.2 Linear heating -- 9.3 A special case: linear dynamic response -- 10 Application to fluid dynamics -- 10.1 Hydrodynamic fluctuations -- 10.2 Fluid dynamics equations of motion -- 10.3 The onset of turbulence -- 10.4 Ultrasonic propagation -- 10.5 Correlations in nonequilibrium fluids -- 11 Irreversibility, relaxation, and the approach to equilibrium -- 11.1 Irreversibility -- 11.2 The second law -- 11.3 Is time asymmetry an issue? -- 11.4 Relaxation and the approach to equilibrium -- 12 Entropy production and dissipation rates -- 12.1 The statistical mechanics formulation -- Appendix A: Perturbation theory -- A.1 Fluid equations of motion -- A.2 Operator identities -- Appendix B: Dissipative currents and Galilean invariance -- B.1 Galilean invariance -- Appendix C: Analytic continuation of covariance functions -- References -- Name Index -- A -- B -- C -- D -- E -- F -- G -- H -- J -- K -- L -- M -- N -- O -- P -- Q -- R -- S -- T -- V -- W -- Y -- Z -- Subject Index -- A -- B. , C -- D -- E -- F -- G -- H -- I -- K -- L -- M -- N -- O -- P -- R -- S -- T -- U -- V.
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