The Runge-Kutta 4th Order (RK4) technique is extensively employed in the
numerical solution of differential equations for airbrake control system
design. However, its computational efficacy may encounter restrictions when
dealing with high-speed vehicles that experience intricate aerodynamic forces.
Using a Neural Network, a unique technique to improving the RK4-based airbrakes
code is provided. The Neural Network is trained on numerous aspects of the
high-speed vehicle as well as the current status of the airbrakes. This data
was generated through the traditional RK4-based simulations and can predict the
state of the airbrakes for any given state of the rocket in real-time. The
proposed approach is demonstrated on a high-speed airbrakes control system,
achieving comparable or better performance than the traditional RK4-based
system while significantly reducing computational time by reducing the number
of mathematical operations. The proposed method can adapt to changes in flow
conditions and optimize the airbrakes system in real-time