A sliding mode switching function with double closed-loop is proposed based on inductance current to deal with the problems that the sliding coefficients are often difficult to determine and the robustness control of a system conflicts with dynamic quality. Benchmark inductor currents are tracked by the output voltage and tracing coefficients are determined by solving the Lyapunov functions
which avoids the difficulties to determine conventional sliding mode coefficients and to measure the benchmark inductor currents. Moreover
the arithmetic builds a nonlinear link on the sliding mode switching function
and derives an adaptive control method of terminal sliding modes with double closed-loop. In order to obtain an optimal control strategy of terminal sliding modes
the present method improves the approach speed and the convergence speed simultaneously by implementing the adaptive selection of terminal sliding modes
effectively suppresses the output voltage impulse in the start-up phase
and improves the transient response and robustness of a system simultaneously. Simulation verifies the applicability of the present method in accurate control of Buck converters.
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references
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