Open AccessREGULARISASI SISTEM SINGULAR DENGAN OUTPUT UMPAN BALIK u = Fy + v
Author(s) -
Elvinus R. Persulessy
Publication year - 2007
Publication title -
barekeng
Language(s) - English
Resource type - Journals
eISSN - 2615-3017
pISSN - 1978-7227
DOI - 10.30598/barekengvol1iss1pp32-37
Subject(s) - regularization (linguistics) , singular value , mathematics , constant (computer programming) , singular solution , matrix (chemical analysis) , mathematical analysis , pure mathematics , combinatorics , control theory (sociology) , physics , computer science , eigenvalues and eigenvectors , chemistry , quantum mechanics , artificial intelligence , control (management) , chromatography , programming language
(E,A,B,C,D) as a singular system is given. E, A, B and C are real constant matrices if E=I, I is a identify matrix, then (E,A,B,C) is a normal system. A unique solution of a singular system exists if (E,A) is regular. A singular system which is regular and the index is not more than one can be simplified to a normal system.The regularization of a singular system by feedback output u = Fy + v is investigated in this paper. Furthermore a sufficient and necessary condition of the existence of F such that (E, A+BFC) is regular and the index is not more than one is represented.