A new chaotic system with a constant Lyapunov exponent was discovered. It has six parameters and unique dynamic properties. By analyzing the system through simulations and diagrams, researchers found that changing certain parameters affects the system's behavior. Interestingly, when the square term's parameter changes, the Lyapunov exponent remains constant, and the amplitudes of the signals follow specific patterns. Additionally, a circuit simulation confirmed that the chaotic system can be created and studied using Multisim software.