A modern introduction to classical electrodynamics
Language: English Publication details: Oxford Oxford University Press 2023Description: xv, 465p. illISBN: 9780192867421 (PB)Subject(s): Electrodynamics | PhysicsCurrent library | Home library | Call number | Materials specified | Status | Notes | Date due | Barcode |
---|---|---|---|---|---|---|---|
IMSc Library | IMSc Library | 537.8 MAG (Browse shelf (Opens below)) | Not for loan | New Arrival upto 31 January 2025 | 78338 |
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530.12 FER General relativity and Its Applications Black Holes, Compact stars and gravitational wave | 531 CAL Lagrangian and hamiltonian mechanics | 531/534.01 CEN Chaos : from simple models to complex systems | 537.8 MAG A modern introduction to classical electrodynamics | 539.1 PRO An introduction to particle dark matter | 82-311.5 EVE I Am Not Sidney Poitier | 82-311.6 GUR Desertion |
Includes Index.
Includes Bibliopgraphy (p. 431-432) and references
1 Mathematical tools
2 Systems of units
3 Maxwell's equations
4 Elementary applications of Maxwell's equations
5 Electromagnetic energy
6 Multipole expansion for static field
7 Special Relativity
8 Covariant formulation of electrodynamics
9 Electromagnetic waves in vacuum
10 Electromagnetic eld of moving charge
11 Radiation from localized sources
12 Post-Newtonian expansion and radiation reaction
13 Electromagnetic fields in material media
14 Frequency-dependent response of materials
15 Electromagnetic waves in material media
16 Scattering of electromagnetic radiation
A Modern Introduction to Classical Electrodynamics is suitable for undergraduate students that already had a first exposure to the subject and for graduate students, while more advanced parts makes it a useful resource for PhD students and researchers. The book takes a 'top-down' approach, starting from Maxwell's equations in vacuum and developing systematically and in a logically coherent manner their consequences. Much emphasis is put on the formal structure of the theory. Starting from Maxwell's equations in vacuum, the central role of gauge invariance and of Special Relativity is emphasised from the beginning. After introductory chapters where are rederived elementary results of electrostatics and magnetostatics, and the multipole expansion, Special Relativity is introduced and most of the subsequent derivations are performed using the covariant formalism and the gauge potentials, allowing for greater conceptual and technical clarity, compared to more traditional treatments.
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