基于Fokker-Planck解的直流微电网马尔可夫链下垂控制器

S. B. Pati, S. K. Barik, S. Kundu
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引用次数: 0

摘要

为了满足临界负荷需求,对直流微电网中的分布式能源进行协调控制是十分必要的。许多研究人员研究并实现了下垂控制、主从控制、局部控制和自适应控制等控制策略。但由于下垂控制中没有通信链路,因此在直流微电网中得到了广泛的应用。然而,循环电流无法避免,这进一步导致了功率的损失。本文尝试将马尔可夫链与福克板解结合,设计出在扰动下快速响应的下垂控制,同时还能限制循环电流。利用matlab simulink对该模型进行了标准直流微电网模型的测试。
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Droop Controller Based on Markov Chain Using Fokker-Planck Solution for a DC Microgrid
Coordinated control of distributed energy resources in a DC micro grid is very much essential in order to meet the critical load demand. A number of control strategies including droop control, Master slave control, Local control, Adaptive control have been investigated and implemented by many researchers. However due to absence of communication link in droop control it has been extensively used in dc microgrid. However the circulating current cannot be avoided which further leads to the loss of power. In this paper an effort has been made to apply markov chain along with fokker plank solution to design the the droop control for fast response during disturbances and at the same time it will also limit the circulating current. The proposed model has been tested for a standard dc microgrid model using matlab simulink.
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