28630 - Control Systems T-A (A-K)

Academic Year 2010/2011

  • Docente: Maria Elisabetta Penati
  • Credits: 6
  • Language: Italian
  • Teaching Mode: Traditional lectures
  • Campus: Bologna
  • Corso: First cycle degree programme (L) in Engineering Management (cod. 0925)

Learning outcomes

The course intends to discuss the fundamental principles of functioning of open-loop automatic control systems and feedback automatic control systems.

Elementary techniques will be introduced, as to:

-analysis of the characteristics of the SISO stationary linear dynamic systems

-synthesis of feedback control systems

-methods of utilization of the main components (actuators and sensors) in control loops.

Course contents

1 General concepts:

-         Historical notes. What automation is

-         Concepts of material manipulation and symbolic manipulation

-         Automatic control systems: open loop control and feedback control

-         Examples of automatic control systems: position, velocity, level and temperature regulators.

  2       Mathematical Models:

-        The identification problem

-         Parametric and non parametric identification techniques

-         Differential equations (and equation systems); Laplace transforms and anti-transforms

-         Transfer function and impulsive response function

-         Mathematical models of linear and stationary systems of input-output and of input-state-output type.

  3       Analysis in the time domain:

  -         Stability: Lyapunov and Routh criteria

-         Controllability and observability

-         Techniques of reduction of the order of the model

-         Steady state errors

-         Insensitiveness to disturbances and parameter variations

-         Parameters of the response to a step input

  4       Synthesis in the time domain:

-         State observers: identity observer and reduced order observer

-         Pole assignment

-         Root locus; examples

-         Standard regulators: Ziegler and Nichols techniques.

  5        Harmonic response function:

-         Definition; link with  impulsive response function

 Representations: polar diagrams and Bode diagrams; examples.

  6       Harmonic analysis:

-         The Nyquist stability  criterion for the stability of feedback systems

-         The  width margins and the phase margins for the analysis of dynamic behaviour

-         M and N constant loci, resonance peak and band width.

  7        Control systems components:

-          D. c. collector motors: series and independent excitation

-         Transducer devices

-           Position and velocity transducers

 -          Flow and velocity transducers

-     Temperature transducers

Readings/Bibliography

1) M.E. Penati,  G. Bertoni, S. Simonini: Automazione e sistemi di controllo. Esculapio, Bologna, 2010

3) M.E Penati: Controlli automaticiEsercizi e test commentati e risolti. Esculapio, Bologna, 2000

Teaching methods

Classroom lessons with individuation of the fundamental subjects of the course

Practice sessions during the discussion of the relative theoretical subjects

Assessment methods

Written and oral exams.

The written exam consists of a series of questions  including some multiple choice questions, and one or two exercises similar to the ones done during the practice sessions.

The oral exam generally consists of a discussion of the written examination.

Teaching tools

Overhead projector and PC

Office hours

See the website of Maria Elisabetta Penati