Demonstrates improved tracking accuracy in nonlinear systems, indicating enhanced convergence speed.
This paper proposes an adaptive fixed-time control scheme for high-order nonlinear systems, synergising a dual dynamic gain mechanism with a novel integral Lyapunov function. By introducing the improved integral Lyapunov function, the fixed-time controller is designed. Two dynamic gains with decoupled update laws are built to assist in stabilising the closed-loop systems. Theoretical analysis and simulation results demonstrate that the error signals of closed-loop system converge to zero within a prescribed fixed time independent of initial conditions, achieving superior convergence speed and tracking accuracy compared to existing methods.
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Wang et al. (2026) studied this question.
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