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HGO-based adaptive super-twisting sliding mode power level control with prescribed performance for modular high-temperature gas-cooled reactors

机译:基于HGO的自适应超扭转滑动模式功率水平控制,具有模块化高温气体冷却反应器的规定性能

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This paper proposes a high-gain observer-based adaptive super-twisting sliding mode control strategy with prescribed performance (HGO-ASTSMCS-PP) for the power level of a modular high-temperature gas-cooled reactor (MHTGR). The dynamic model of the MHTGR is firstly described. By using this established model, a high-gain observer is constructed to recover the unmeasured states including relative density of delayed neutron precursor and reactor core temperature in real time. On the basis of the recovering values from the HGO, an adaptive super-twisting sliding mode control method with prescribed performance is designed. The super-twisting sliding mode control approach is adopted to improve control performance of power level for a MHTGR and suppress high-frequency chattering effects simultaneously. An adaptive mechanism is introduced to tune the control gains online so as to overcome the overestimation of the unknown disturbance boundary. In addition, by error transformation and introduction of performance function, the prescribed control performance of power level is guaranteed, which implies that the desirable convergence rate, steady power error, and maximum overshoot can be prescribed in advance. It is verified through Lyapunov stability theory that the overall closed-loop control system is globally uniformly ultimately bounded (GUUB). Finally, simulation and comparison results are presented to reveal the effectiveness of the proposed control scheme in terms of the steady and dynamic performance. (C) 2020 Elsevier Ltd. All rights reserved.
机译:本文提出了一种高增益观测器的自适应超扭转滑模控制策略,具有规定的性能(HGo-ASTMCS-PP),用于模块化高温气体冷却反应器(MHTGR)的功率水平。首先描述了MHTGR的动态模型。通过使用该建立的模型,构造高增益观测器以恢复未测量的状态,包括实时延迟中子前体和反应堆核心温度的相对密度。基于HGO的回收值,设计了具有规定性能的自适应超扭转滑动模式控制方法。采用超捻线滑动模式控制方法来提高MHTGR功率电平的控制性能,并同时抑制高频抖动效果。引入自适应机制来调整在线控制增益,以克服未知干扰边界的高估。此外,通过误差转换和性能函数引入,保证了功率电平的规定控制性能,这意味着可以提前规定所需的收敛速率,稳定的电源误差和最大过冲。通过Lyapunov稳定性理论验证,整个闭环控制系统是全球均匀的最终限制(GUUB)。最后,提出了仿真和比较结果,以揭示所提出的控制方案在稳定和动态性能方面的有效性。 (c)2020 elestvier有限公司保留所有权利。

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