TY  - JOUR
T1  - Wiener Sistemlerinin Gradyan Tabanlı Tanımlaması
TT  - Gradient Based Identification of Wiener Systems
AU  - Alışkan, İbrahim
PY  - 2018
DA  - December
JF  - Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi
PB  - Pamukkale Üniversitesi
WT  - DergiPark
SN  - 2147-5881
SP  - 1418
EP  - 1424
VL  - 24
IS  - 8
LA  - tr
AB  - Tek bir bloktan oluşan sistemlerde geribesleme ilekontrol ve giriş-çıkış ilişkisinin kurulması klasik kontrolde yaygın olarakgörülmektedir.  Fakat doğal sistemler gözönüne alındığında çok bloklu yapılar ve bu bloklar içerisinde de lineer olmayanfonksiyonlar görülür. Bu çalışmanın konusu, giriş işaretinin lineer blokauygulandığı ve çıkışın lineer olmayan fonksiyondan alındığı sistem yapısı olanWiener tipi sistemlerin tanımlamasıdır. Durum geribeslemenin mümkün olmadığı busistem tipinde tanımlama ile farklı kontrol algoritmalarının kullanımımümkündür. Sistem tanımlamada harici girişli otoregresif ağ (ARX)-polinomkaskad bağlantısı tercihi ile en küçük kareler yöntemi ve eğim bilgilerisayesinde sistemin giriş-çıkışı arasındaki matematiksel ilişki elde edilmiştir.Üç farklı örnek sistem üzerinde çalışmalar yapılmış, MATLAB/Simulink ortamındaveri kümeleri elde edilmiş ve yapılan sistem tanımlamalarının başarımı grafiklerile sunulmuştur.
KW  - Wiener sistemleri
KW  - Sistem tanımlama
KW  - Doğrusal olmayan sistemler
N2  - Insystems consisting of a single block, the establishment of feedback control andinput-output relationship is common in classical control. However, consideringnatural systems, there are many block structures and non-linear functionswithin these blocks. The subject of this study is the identification of Wienertype systems, which is the system structure in which the input signal isapplied to the linear block and its output is taken from the nonlinearfunction. It is possible to use different control algorithms withidentification in this type of system where state feedback control is notpossible. In system identification, the mathematical relationship between theinput and output of the system has been obtained by the choice of autoregressive with exogenous inputs (ARX)-polynomial cascade connection with usingthe least squares method and gradient information. Three different benchmarksystems have been studied in MATLAB/Simulink and the performances of theidentifications made with the dataset are presented graphically.
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UR  - http://dergipark.org.tr/tr/pub/pajes/issue//504588
L1  - http://dergipark.org.tr/tr/download/article-file/610873
ER  -