Plasma Frequency Regulation using Sliding Mode Control for Gaussian Normalized Periodic Model in the Presence of Disturbances

Joschka Grunwald, Paolo Mercorelli
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Abstract

Due to their light mass, the electrons vibrate at a higher frequency than other plasma particles. As a result, they generate the effective frequency for shielding on the surface of a matter. To examine this frequency more precisely, a layer of thickness L from a homogeneous plasma is examined. Once this natural frequency is determined, a controller is designed to maintain the oscillation frequency constant also in the presence of disturbances which can occur. In this paper a Discrete Sliding Mode Control (DSMC) is proposed to maintain the natural frequency of the plasma constant. A proposition shows that a controller on just a grid point of the circular cell is enough to stabilize this frequency robustly even though in the presence of continuous disturbances and in the presence of unknown electrical initial fields. Simulation results validated the proposed control law.
干扰下高斯归一化周期模型等离子体频率的滑模控制
由于它们的轻质量,电子振动的频率比其他等离子体粒子高。因此,它们产生屏蔽物质表面的有效频率。为了更精确地检测这一频率,我们检测了来自均匀等离子体的厚度为L的层。一旦确定了这个固有频率,就设计一个控制器来保持振荡频率恒定,即使存在可能发生的干扰。本文提出了一种离散滑模控制(DSMC)来保持等离子体的固有频率恒定。一个命题表明,即使在存在连续干扰和未知电场的情况下,仅在圆形单元的一个网格点上的控制器足以鲁棒地稳定该频率。仿真结果验证了所提控制律的有效性。
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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