👉 Differential engineering is an innovative approach that leverages the principles of differential equations and mathematical modeling to optimize and design complex systems, particularly in mechanical engineering and robotics. It involves creating a virtual model of a system where each component's behavior is represented by differential equations, capturing the dynamic interactions and responses to various inputs. By solving these equations, engineers can predict how the system will behave under different conditions, identify optimal design parameters, and fine-tune performance before physical prototypes are built. This method significantly reduces development time and costs by minimizing trial-and-error iterations, enabling engineers to focus on refining the design based on precise mathematical insights. Consequently, differential engineering enhances the efficiency, accuracy, and innovation of product development processes.