A new type of the multi-wing unified chaotic system is proposed by introducing more nonlinear state feedback controllers and linear state feedback controllers. The real four-winged chaotic attractors which are symmetric about the origin with different system parameters can be achieved including the butterfly shaped chaotic attractor, bat-shaped chaotic attractors and the new types of the multi-wing chaotic attractors by changing the system parameters. The dynamic properties of the circuit are demonstrated by means of phase diagrams, dissipative analysis，Lyapunov exponent spectra and bifurcation diagrams. Numerical simulation results show that the system produces a new type of the multi-wing chaotic attractors and exhibits complicated chaotic behaviors with the evolution of the system parameters. The double-wing chaotic attractors which are symmetric about the x axis and the real four-winged chaotic attractors which are symmetric about the origin can be achieved.