Pannon Egyetem, Műszaki Informatikai Kar
Villamosmérnöki és Információs Rendszerek Tanszék

2018/19 tanév II. félév, Terem: I207B
Időpont: Szombat, 12:10-17:00

Előadás/Gyakorlat: Prof. Hangos Katalin (e-mail: Ez az e-mail-cím a szpemrobotok elleni védelem alatt áll. Megtekintéséhez engedélyeznie kell a JavaScript használatát.)
                                 Ass. Prof. Attila Magyar ( Ez az e-mail-cím a szpemrobotok elleni védelem alatt áll. Megtekintéséhez engedélyeznie kell a JavaScript használatát.)
                                     Pózna Anna Ibolya     (e-mail: Ez az e-mail-cím a szpemrobotok elleni védelem alatt áll. Megtekintéséhez engedélyeznie kell a JavaScript használatát.)

Course evaluation
The evaluation is based upon a project work to be submitted weekly during the semester, and on an oral exam.
The pre-requisite of the course signature is
-- to submit the homework results and documentation to the given deadline,
-- to achieve at least 50% on the homework result marks.

Paraméterek a házi feladathoz

Eredmények

Course contents:
block date topics slides
1. 16 Febr

Introduction to the notions of signals and systems. Signal types and signal transformations. The Laplace transform. Basic system classes, input-output and state space models.

Continuous time linear time-invariant systems: input-output and state space representations. State transformations, realizations, realization properties. Canonical forms.

Sampling. Discrete time linear time-invariant systems: input-output and state space representations. Sate transformations.

 

DCDS_intro_week1 

DCDS_tutorial_week1

DCDS_LTI_week2

DCDS_tutorial_week2

DCDS_tutorial_week3

2.. 23 Febr

Observability and controllability/reachability of continuous time and discrete time linear time-invariant system models.

Joint controllability and observability of continuous time linear time-invariant system. Minimal realizations and special realization forms.

Bounded input bounded output (BIBO) and asymptotic stability of continuous time and discrete time linear time-invariant systems.

Continuous time and discrete time nonlinear systems. Dynamic properties:  stability, Lyapunov theorem.

DCDS_tutorial_week4 

 

 

3._.. 2 March

The notion of discrete event systems, and their automaton models. Deterministic automata: definitions, relationship with languages. Unary and binary operations on automata.

Observability and nondeterminism of automata. Observer automaton. Diagnosability, diagnoser automaton. Timed automata.

Petri nets: formal definition, operation of Petri nets, relationship with finite automata. Extended Petri net versions: timed and coloured Petri nets.

Analysis of Petri nets: behavoiural and structural properties. Reachability graph, liveness, boundedness, deadlocks. Investigation of place and transition invariants.

4... 9 March

Gyakorlat és konzultáció:
The HPSIM toolbox and its use. Examples

X. 11 May Submission deadline of the HOMEWORK tasks