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Number of hours
Lectures : 12.0
Tutorials : 6.0
Laboratory works : 9.0
ECTS : 2.5
To know how to use the basic concepts related to waves: propagation, reflection / refraction, energy attenuation. Being able to calculate the phase and amplitude of plane and spherical waves. Being able to calculate the phase and group velocities and of an electromagnetic wave in a given medium.
To know how to use the concepts related to transmission lines. Being able to analyze a transmission line in the frequency domain and in the temporal domain.
To know the concept of modes in an optical fiber. Being able to read the data sheets of an optical fiber. Being able to do a power balance of an optical link and to be able to calculate the dispersion in an optical fiber.
Contact Pierre LEMAITRE AUGER
* Electromagnetic quantities, Maxwell's equations, constitutive equations, wave equation, general solution, properties of the electromagnetic plane wave in an homogeneous media, reflection / transmission at the limit of two dielectrics, Fresnel coefficients, TE and TM polarizations, waves in a metal, phase velocity, group velocity, normal and abnormal dispersions.
# Frequency Domain
# * Complex notation, lossless lines, lines ended with a complex impedance, current, voltage, local impedance, reflection coefficient, transmission coefficient, TOS
# Time Domain
# * Usefull parameters in the time domain, propagation time, reflection coefficients, analytical model, multiple reflections
* Physical principle (ray theory), description of an optical fiber, fiber types: step-index or graded index, LP modes of a step index fiber, Helmholtz equation and its solutions, the dispersion relation, b-V curves, chromatic and modal dispersions, bandwidth and losses
Knowledge of electromagnetism Knowledge of vectorial calculus (scalar and vector products, gradient, divergence, Rotational ...) Basic knowledge of analogical electronics
Exam (Exam1): 1.5 hour with documentation and calculator
Homework (DM): graded activity
Practical Work (TP): graded activity
Re-sit Exam (Exam2): new grade replaces all previous ones