用于不平衡电流补偿的电网成形辅助下垂频率和电压控制

A. Marin-Hurtado, A. Escobar-Mejía, W. Gil-González
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引用次数: 0

摘要

虚拟同步机(VSM)已成为控制并网变流器实现可再生能源并网的一种潜在解决方案。它负责模拟传统同步发电机的动能和静态/动态特性,以解决高res水平系统中由于惯性减小而导致的稳定性问题。这在单相负载和电流不平衡常见的配电网中越来越多,由于系统频率振荡加剧和频率偏差,导致稳定性问题。VSM控制在平衡系统中的变流器中是常见的。然而,在不平衡系统中的变流器中实现VSM控制并不是一项简单的任务,因为不平衡加剧了功率振荡,导致VSM具有异常行为。尽管如此,频率和电压降控制通常用于不平衡系统中的变流器,但它们被用作电网跟随变流器。为此,本文提出了一种辅助垂频压控制(AFV)方案,将其集成到虚拟同步机(VSM-AFV)中,以提高四线制电力系统在不平衡状态下的稳定性。该方法基于下垂频率和电压控制,其规律控制由系统有功和无功潮流交换方程得到。考虑了配电网中不平衡引起的VSM有功功率的变化来反映VSM- afv的性能。结果表明,与VSM方法相比,VSM- afv控制器具有更低的ROCOF、输出无功功率稳态误差和四脚三相电压源变换器(4-LVSC)的输出电流。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Auxiliary Droop Frequency and Voltage Control for Grid-Forming Applied to Unbalanced Current Compensation
The virtual synchronous machine (VSM) has been a potential solution to control the grid-forming converters to integrate renewable energies (RES) into the grid. It is responsible for emulating the kinetic energy and static/dynamic properties of conventional synchronous generators to solve the stability problems due to decrease inertia in the systems with high levels of RES. This has been increasing in the distribution grids where is common the single-phase loads and the current unbalance, which causes stability problems as the intensified frequency oscillations and the frequency deviation in the system. The VSM control is common in converters present in the balance system. However, the VSM control implementation in converters present in the unbalanced system is not a straightforward task due as the unbalances intensify the power oscillations to cause the VSM to have abnormal behavior. Nevertheless, the frequency and voltage droops controls are commonly used in the converters present in the unbalanced system, but they are used as grid-following converters. Therefore, this paper proposes an auxiliary droop frequency and voltage control (AFV) scheme to integrate into a virtual synchronous machine (VSM-AFV) in order to improve a four-wire power system’s stability during an unbalanced system. This approach is based on droop frequency and voltage control, and its law control is obtained from a system’s active power and reactive power flow exchange equation. Changes in the active power of the VSM based on unbalances presented in the distribution grid are considered to show the performance of the VSM-AFV. Results show that the VSM-AFV controller presents lower ROCOF, steady-state errors in output reactive power, and output current of a four-leg three-phase voltage source converter (4-LVSC) when compared to the VSM approach.
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