Esisar rubrique Formation 2022

Linear Systems Analysis - 2AMAC201

  • Number of hours

    • Lectures 10.5
    • Projects -
    • Tutorials 9.0
    • Internship -
    • Laboratory works 9.0
    • Written tests -

    ECTS

    ECTS 2.0

Goal(s)

  • Understand the vocabulary of automatic control
  • Know how to use the Laplace transform to the transfer functions and solving differential equations.
  • Know how to compute the time response of simple linear systems.
  • Ability to perform frequency analysis with a Bode plot for simple linear systems.
  • Know how to interpret a Bode plot.

Responsible(s)

Guy DEHAY

Content(s)

Topic of System

  • Linear system propriity
    • Integration – Derivation - Superposition principle
  • Laplace transform
    • Formal definition, Properties and theorems, integral equations and differential equations resolution.
    • Transfert function
    • Harmonic analysis – Bode diagram
  • Times proprity of linear system
    • transient state
    • steady state
  • Classic input presentation
    • Dirac delta function
    • Heaviside step function
    • Ramp function
  • Classic transfert function (First and second order)
    • Times analysis
    • Harmonic analysis

Prerequisites

Complex number

Test

1 session only

  • Test during course: 1:00 - With Calculator - Without any document
  • Final exam : 1:45 - With Calculator - Without any paper
  • Laboratory report given at the end of each session

Calendar

The course exists in the following branches:

  • Curriculum - First cycle - Semester 3
see the course schedule for 2021-2022

Additional Information

Course ID : 2AMAC201
Course language(s): FR

The course is attached to the following structures:

You can find this course among all other courses.

Bibliography

  • Automatique appliquée - Systèmes linéaires de commande à signaux analogiques (E. Dieulesaint / D. Royer, Masson)
  • Signaux et systèmes linéaires (Y. Thomas, Masson)
  • Signaux et systèmes linéaires - exercices corrigés (Y. Thomas, Masson)
  • Automatique commande des systèmes linéaires (Ph. de Larminat, Masson)
  • Théorie et calcul des asservissement linéaires; (Gille / Decaulne / Pelegrin ; DUNOD)
  • Automatique (Collection SHAUM)