Use of Algebrogeometric Methods in State Feedback Of Linear Control Systems

Postgraduate Thesis uoadl:2782067 738 Read counter

Unit:
Κατεύθυνση Εφαρμοσμένα Μαθηματικά
Library of the School of Science
Deposit date:
2018-09-10
Year:
2018
Author:
Katsikas Diogenis
Supervisors info:
Ιωάννης Στρατής, Καθηγητής, Τμήμα Μαθηματικών, ΕΚΠΑ
Original Title:
Χρήση Αλγεβρογεωμετρικών Μεθόδων Στην Ανάδραση Καταστάσεων Γραμμικών Συστημάτων Ελέγχου
Languages:
English
Translated title:
Use of Algebrogeometric Methods in State Feedback Of Linear Control Systems
Summary:
This paper begins with basic knowledge of control systems and therefore linear control systems. We mention their quality characteristics (controlability, stability etc) and theorems of how they reflect in use. Moving on, we analyse the meanning of state feedback in single input- single output systems. We define significant meannings such as Compound Matrices, Algebric Varieties and especially Grassmann Variety which we use in state feedback of multy input- multy output systems. Finally, we refer to singular systems and their state feedback though Matrix Pencils
Main subject category:
Science
Keywords:
System, Contol, Input, Output, Feedback, Variety
Index:
Yes
Number of index pages:
2
Contains images:
No
Number of references:
16
Number of pages:
91
File:
File access is restricted only to the intranet of UoA.

EργασιαΤελική - Αντιγραφή.pdf
1 MB
File access is restricted only to the intranet of UoA.