Journal of Applied Sciences1812-56541812-5662Asian Network for Scientific Information10.3923/jas.2008.59.67Cisse HabaT. LoumGeorges L. ZoueuJeremie T. AblartG. 1200881The objective of this study is to show the best stability of a regulation system using a nonconventional corrector like that carried out compared to system of regulation using a traditional corrector. The input impedance of the electronic component realized has a fractional order in a frequency band called fractal area. This property suggests their use in the practical realization of analogical controllers of a non-integer nature. In this article, a fractional controller of order ½ is realized by using an electronic component based on the fractal structure of Hilbert. Some simulations and experiments have demonstrated that the proposed component is useful for the realization of ½ order fractional controller.]]>Gouyet, J.F.,1992Haba, T.C., G. Ablart and T. Camps,19974321326Haba, T.C., G. Ablart, T. Camps and F. Olivie,200524479490Joaquin, C., B. Alfonso, A.C. Monje and V.M. Blas,20062006pp: 54025407Le Mehaute, A. and G. Crepy,19839-101730Le Méhauté, A.,1990Nakagawa, M. and K. Sorimachi,1992E75-A18141819Oldham, K.B. and C.G. Zoski,19831572751Oustaloup, A.,19992nd Edn.,Yifei, P., Y. Xiao, L. Ke, Z. Jiliu, Z. Ni, Z. Yi and P. Xiaoxian,20052005pp: 11361139