This paper reports a new 3-D chaotic system, which consists of three coupled first-order ordinary differential equations with three nonlinear cross-product terms. This chaotic system is not only analyzed by computer simulations but also verified with some dynamical properties, including bifurcations and Lyapunov exponents. Moreover, the system is realized via an analog electronic circuit by using resistances,capacitances, amplifiers and multipliers. Various attractors of this chaotic system are observed in laboratory experiment.
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