Electronics

Analyze the response of a linear network using the Laplace transform, and draw the corresponding diagrams using asymptotic representations and semi-logarithmic papers.
Study a field-effect transistor amplifier circuit: define the operating point, represent the dynamic equivalent diagram, calculate the circuit gain.

Usual knowledge from preparatory classes

1: Reminder of the basics of network analysis

Definitions: Network, Linear network, Continuous linear systems, Linearization, Ideal active elements, Passive elements
Fundamental theorems for network analysis: General method, Simplifying theorems: superposition, Thevenin, Norton, Millman's theorem
Generalities of the Operational Amplifier
Application exercises

2: Laplace transform

Definition
Fundamental theorems
Usual transforms
Application exercises

3 : Network analysis and response

Transmittance of a linear system
Characteristics of time responses
Harmonic analysis: Harmonic response, Transfer loci: Nyquist, Black, Bode
Examples: First-order circuit, Second-order circuit, Filtering, Asymptotic plot of a Bode diagram
Application exercises

4 : Transistor amplification

General information on the bipolar transistor and the field-effect transistor
The different types of amplifier circuits
Method of studying transistor amplifier systems : Study difficulties: static study, dynamic study, Example
Static study, definition of the operating point of a FET
Equivalent diagram of a transistor in the dynamic regime of a FET
Application exercises

Physics

All exercise books on circuits. Undergraduate books on linear network analysis.