| Center |
| Student Information Service-Master |
| Departament |
| Applied Physics and Electromagnetism |
| Lecturers in charge |
| Sin datos cargados |
| Met. Docent |
| Final Exam with theoretical questions and problems |
| Met. Avaluació |
| - - |
| Bibliografia |
| 1.- Landau L.D., Lifshitz. " Teoria Clasica de Campos". Reverte Barcelona 1966. 2.-Landau L.D., Lifshitz. " Electrodinamica de los medios continuos". Reverte Barcelona 1966. 3.- Jackson J.D.. "Electrodinamica Clasica ". Alambra. Madrid 1966. 4.-Collin R.E.."Foundations for microwave engineering".McGraw-Hill. New York 1992. 5.- Stratton J.A.."Electromagnetic Theory". McGraw-Hill. New York 1941. 6.- Panofsky W.K.H., Phillips M.."Classical Electricity and Magnetism". Addison-Wesley. Reading,Massachusetts.1962. 7.- Barut A.O.:"Electrodinamics and Classical Theory of Fields and Particles". McMillan.1964. 8.-Konopinsky E.J: "Electromagnetic Fields an Relativistic Particles". McGraw-Hill.1981 |
| Continguts |
| A.0.- INTRODUCTION TO THE ELECTROMAGNETIC FIELD 1. û The electromagnetic interactions: Field theories and distance-action theories. 2. û Determination of a vectorial field. 3. û The Electromagnetic Field: Maxwell equations. 4. û Electromagnetic Energy and Electromagnetic Momentum 5. û Propagation of the Electromagnetic Field: The wave equation 6. û The solution of the Electromagnetic Field inside a finite region: Uniqueness theorems A.1.- ELECTROMAGNETIC WAVES A.1.1.- The vectorial nature of the Electromagnetic Field: Consequences. 1. û The Vectorial Wave equation 2. û Scalar Wave equation in cartesian, cylindrical and spherical coordinates A1.2.- Electromagnetic Waves in confined regions 3. û ôIdealö and ôrealö interfaces 4. û Partially confined waves: Waveguides 5. û Total confined waves: Resonators A.2.- GENERATION OF ELECTROMAGNETIC WAVES. MULTIPOLAR EXPANSION 1. û Electromagnetic Fields generated by an arbitrary distribution of charges and currents 2. û Electromagnetic Potentials in the solution of the inhomogeneous wave equation 3. û The Hyperpotentials theory: Calculation of the radiation field. The multipolar expansion. 4. û The dipolar radiation: wire antennas B.- ELECTROMAGNETIC FIELD AND RELATIVITY B 1.1- Covariant Lorentz Formulation of the Electromagentic Field 1. û Inercial reference frames and the space-time of the Special Theory of Relativity. |