The Recursive Nature of Physics a solution to the Three Body Problem

This study investigates the stabilization of chaotic mechanical systems using recursive fractal correction layers. A double pendulum simulator was constructed under both moderate and extreme gravitational conditions to amplify chaotic behavior. Comparative experiments were conducted between baseline chaotic behavior and runs where fractal correction was applied. The results showed significant preservation of system energy, delayed chaotic collapse, and maintenance of dynamic stability when correction mechanisms were active. These findings support the hypothesis that recursive fractal-based stabilization can resist chaos and maintain system order even under high-energy destabilized conditions. The study has potential implications for chaos control in physics, nonlinear dynamics, and aerospace engineering.