Journal of Applied Sciences1812-56541812-5662Asian Network for Scientific Information10.3923/jas.2009.1450.1457Fatehi MarjH. AsgharianR. ParizN. 8200998In this study, using synchronization approach, chaos control for Rössler system is investigated. Based on essential structure of synchronization approach and using bifurcation diagram, periodic Rössler systems or master systems for both period-one and period-two orbits are found. Nonlinear and linear feedback methods are used to synchronize chaotic slave system with periodic master systems. Stability conditions are discussed analytically and numerical simulation results are presented.]]>Bai, E.W. and K.E. Lonngren,19991015711575Bowong, S. and F.M.M. Kakmeni,2004219991011Cao, J., H.X. Li and D.W.C. Ho,20052312851298Chen, S. and J. Lu,200214643647Fradkov, A.L. and R.J. Evans,2005293356Gupte, N. and R.E. Amritkar,19934816201623Hunt, E.R.,19916719531955Liu, D.B. and X.S. Yang,200836709714Ott, E., C. Grebogi and J.A. Yorke,19906411961199Park, J.H.,200525333338Pecora, L.M. and T.L. Carroll,199064821824Pyragas, K.,20018622652268Rafikov, M. and J.M. Balthazar,20081312461255Slotine, J.J.E. and W. Li,19911st Edn.,Tan, X., J. Zhang and Y. Yang,2003163745Yassen, M.T.,200523131140