Adaptive Feedforward Sliding Curve-Based Hybrid Fixed-Time Extended-Order Terminal Sliding-Mode Control for DC Microgrids

Akshay Chabukswar;Rupesh Wandhare
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Abstract

This article describes a robust dual-loop proportional-integral-based control technique used in a dc microgrid. The proposed technique is implemented on a dc–dc half-bridge boost converter as a hybrid constant switching frequency pulse width modulation sliding-mode control (SMC) technique. The hybrid SMC includes a linear sliding manifold (SM)-based double-integral SMC (DI-SMC) technique combined with nonlinear nonsingular extended-order fixed-time terminal SMC (EOFT+DI-SMC). The dual-loop control structure includes an outer output voltage control loop and an inner average inductor current control loop. The proposed EOFT+DI-SMC technique is based on a modified equivalent control law derived by considering a specific orientation of a sliding curve given by the intersection of SM and its orthogonal manifold for faster response and reduced chattering. The EOFT principle is used to modify an equivalent control law derived using the sliding curve principle, to enable disturbance rejection with minimal dependency on an observer. Furthermore, feedforward gains of the control loop are tuned in real time adaptively using the existence condition of SMC considering state boundary value conditions and small-signal stability analysis. The novel EOFT+DI-SMC principle is proved mathematically in terms of the equivalent control law, Lyapunov stability analysis, and fixed-time convergence. The proposed control technique is simulated using MATLAB/Simulink tool. An experimental prototype of a half-bridge converter is developed and tested to validate the proposed technique.
直流微电网基于自适应前馈滑动曲线的混合固定时间扩展阶跃终端滑模控制
本文介绍了一种用于直流微电网的基于比例积分的鲁棒双环控制技术。该技术作为一种混合恒开关频率脉宽调制滑模控制(SMC)技术在dc-dc半桥升压变换器上实现。混合SMC包括基于线性滑动流形(SM)的双积分SMC (DI-SMC)技术和非线性非奇异扩展阶固定时间终端SMC (EOFT+DI-SMC)技术。双环控制结构包括外部输出电压控制回路和内部平均电感电流控制回路。提出的EOFT+DI-SMC技术是基于一种改进的等效控制律,该控制律考虑了由SM与其正交流形交点给出的滑动曲线的特定方向,从而获得更快的响应和减少抖振。EOFT原理用于修改使用滑动曲线原理导出的等效控制律,以实现对观测器的最小依赖来抑制干扰。此外,考虑状态边值条件和小信号稳定性分析,利用SMC的存在条件,实时自适应地调整控制回路的前馈增益。从等效控制律、李雅普诺夫稳定性分析和定时收敛性等方面对EOFT+DI-SMC原理进行了数学证明。利用MATLAB/Simulink工具对所提出的控制技术进行了仿真。开发了半桥变换器的实验样机,并对该技术进行了验证。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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