Realization of Fractional Order Genesio Tesi System

For each dynamic system, the real challenge after receiving the mathematical model is its physical implementation. The realization of dynamical systems that are described by traditonal Abstrac For each dynamic s stem, the al challenge ater receving he mathematical model is its physical impl mentation Th reaiz ton of dynamcal ystems that a de cribed by traditonal Abstact: For each dynamic system, th eal hallenge after receivng the mathmaticl model is its differential equations has been well studied and can be easily accomplished using readily available basic physicl mplemenatio The realizaon of dynamical ystems that re described by traditon Absact For ach dynamic syst m, h rel ha eng afer receivng the mathmaticl modl is ts electical elements. The story is not similar for syste ms described by fractional order differential differenti l equation has been we studied and can b easily accompi h d usng readly av lable basic physical mple e tatio . The li aton of dyamicl systems tha ar descrb d by taditionl ele trcal elem nt . The story is no im ar for system described by fra tional order differentia differentia equations has ben wel studied and can be easiy accomplished using readl available basic equations. This paper presents an approach for realization of fractional order chaotic sy stems (FOCS). The esults obtaned validate the relaton pprach. The controllr otained has been realizd nd eleccal eements. The story is not simlar for sy tems described by fracton order differential equ ions. This paper presnts an pproach fo realiz tion f fraction l order chaotc ss ms (FOCS). differential quations has been we l studied and can b easily accompli shed u sing readily available basic quatons. Thi pape presents an approach f Theelect r lsults e eobtainen d he validatestory theis trela tionsim ar f stabilization res ults are presented accordingly. d ibd b f d b d diffd idl eon . Ts ae es an p The re sults obtained v alidate the re at on approach. The control ler obtained has been q b i hi p p p d p d ch f Copyright ?? 2022 The Authors. This is an open access article under the CC BY-NC-ND license e con roler otaned has een Keywords: Fractinal rder chaotic ystem Genesio The results obtained validate the relaton approach Th (https://creativecommons.org/licenses/by-nc-nd/4.0/) stabilization results are presented accordingly. l b i stazation results are pre ented i l