AIMS AND CONTENT

LEARNING OUTCOMES

At the end of the course the student will be able to understand and study the time behaviour of continuous time stationary dynamic systems

TEACHING METHODS

Teacher led lessons

SYLLABUS/CONTENT

Distributions. Laplace Transform. Response analysis to step and sinusoidal inputs. Properties of linear systems:stability, reachability, observabiliy. Block algebra for interconnected systems and structural properties. Equilibrium points  of nonlinear systems and their stability analysis

RECOMMENDED READING/BIBLIOGRAPHY

• Notes on the course: URL: TEORIA DEI SISTEM: https://dibris.aulaweb.unige.it/
• Rinaldi Piccardi: I sistemi lineari: teoria ed applicazioni. CLUP
• Bolzern, Scattolini, Schiavoni: Fondamenti di Controlli Automatici, McGraw Hill
• Collana Schaum: Regolazione Automatica
• Schaum Outlines: Feedback and Control Systems
• Antsaklis Michell: Linear Systems

TEACHERS AND EXAM BOARD

Exam Board

MICHELE AICARDI (President)

MARCO BAGLIETTO

GIORGIO CANNATA

LESSONS

LESSONS START

Time Tabling URL

TEORIA DEI SISTEMI
http://www.ingegneria.unige.it/index.php/orario-e-calendario-delle-lezioni

Class schedule

SYSTEMS' THEORY

EXAMS

EXAM DESCRIPTION

Oral examination

ASSESSMENT METHODS

Analysis of the properties of a dynamic system.

Exam schedule