PHYS30441 Electrodynamics (M) Introduction L1 Gavin Smith Room 4.12 - - PowerPoint PPT Presentation

phys30441 electrodynamics m introduction l1
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PHYS30441 Electrodynamics (M) Introduction L1 Gavin Smith Room 4.12 - - PowerPoint PPT Presentation

PHYS30441 Electrodynamics (M) Introduction L1 Gavin Smith Room 4.12 gavin.smith@manchester.ac.uk http://nucpc100.ph.man.ac.uk/electrodynamics/ Syllabus 0. Introduction and Overview (1 Lecture) 1. Electromagnetic Field Equations (7 lectures)


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PHYS30441 Electrodynamics (M) Introduction L1

Gavin Smith Room 4.12 gavin.smith@manchester.ac.uk http://nucpc100.ph.man.ac.uk/electrodynamics/

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Syllabus

  • 0. Introduction and Overview (1 Lecture)

1. Electromagnetic Field Equations (7 lectures) Maxwell's equations and wave solutions. Definition of scalar and vector potentials. Poisson's equation and electro- and magnetostatics; Multipole expansions. Electrodynamics in Lorentz Gauge; The inhomogeneous wave equation and the retarded time.

  • 2. Accelerating Charges (6 lectures)

Lienard-Wiechert potentials; Power radiated from an arbitrarily moving charge. Larmor's power formula; Synchrotron radiation; Bremsstrahlung.

  • 3. Harmonically Varying Sources (2 lectures)

Multipole radiation; Electric (Hertzian) and magnetic dipole radiation; Rayleigh and Thomson scattering.

  • 4. Electromagnetism and Relativity (6 lectures)

Four vectors and tensors; Covariant and contravariant formalism of Lorentz transformations; Relativistic dynamics. Consistency of Maxwell's equations and relativity. Electromagnetic field tensor and electrodynamics in covariant form.

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We will use SI units but Gaussian units are common in the literature

Units

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Laplacian Divergence Theorem Stokes’ Theorem Divergence of Curl, Curl of Grad both zero See Supplementary Maths Example Sheet 1

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Introduction to Electrodynamics Griffiths (SI) Principles of Electrodynamics Schwartz (Gaussian) Classical Electromagnetic Radiation Marion and Heald (Gaussian) (now Dover) Classical Electrodynamics Jackson (SI & Gaussian)

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Charles Augustin de Coulomb Coulomb’s Law published 1785 (John Robinson 1769 unpublished) Henry Cavendish 1773 No charge on inner globe Inverse square law Torsion Balance Coulomb