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In this paper, we deal with a dynamical system that can demonstrate a chaotic attractor of
Rossleroscillator. We simulate the Rosslerequations numerically then we investigate the model
experimentally. Numerically, the Rossler parameter a and b were fixed and c was changed.The evolution
of the system exhibits period, period-doubling, second period doubling, and chaos when control
parameters are changed. This evolution can be seen by analyze the time series, the bifurcation diagrams
and phase space. Experimentally, the evolution of the system exhibited the same numerical behavior by
changing the resistance (Rv) in Rossler circuit that represent as control parameter.