论文标题
逆变器交换器分布式能源的伏特/var控制规则的最佳设计
Optimal Design of Volt/VAR Control Rules for Inverter-Interfaced Distributed Energy Resources
论文作者
论文摘要
IEEE 1547标准分布式能源资源(DERS)与分配网格规定之间的互连标准,即智能逆变器可以在其他选项和其他选项和其他选项中实施Volt/var Control规则。此类规则使DER可以自主响应时变的网格加载条件。该规则包含偏执的垂坠控制,并随着死带和饱和区域增强。但是,选择这些规则的形状并不是一个明显的任务,默认选项可能不是最佳或动态稳定的。为此,这项工作开发了一种新颖的方法,用于以单相馈线为基础自定义Volt/var规则。根据预期的需求和太阳场景,该规则每隔几个小时就会每隔几个小时调整规则。使用投影的基于梯度下降的算法,规则旨在改善馈线的电压曲线,符合IEEE 1547的约束,并确保基础非线性网格动力学的稳定性。稳定性区域由多层室内近似,并且规则被明智地参数化,因此它们的可行集合为凸。使用IEEE 141-BUS馈线上的现实世界数据进行数值测试证实了该方法的可扩展性及其探索volt/var Control的权衡。
The IEEE 1547 Standard for the interconnection of distributed energy resources (DERs) to distribution grids provisions that smart inverters could be implementing Volt/VAR control rules among other options. Such rules enable DERs to respond autonomously in response to time-varying grid loading conditions. The rules comprise affine droop control augmented with a deadband and saturation regions. Nonetheless, selecting the shape of these rules is not an obvious task, and the default options may not be optimal or dynamically stable. To this end, this work develops a novel methodology for customizing Volt/VAR rules on a per-bus basis for a single-phase feeder. The rules are adjusted by the utility every few hours depending on anticipated demand and solar scenarios. Using a projected gradient descent-based algorithm, rules are designed to improve the feeder's voltage profile, comply with IEEE 1547 constraints, and guarantee stability of the underlying nonlinear grid dynamics. The stability region is inner approximated by a polytope and the rules are judiciously parameterized so their feasible set is convex. Numerical tests using real-world data on the IEEE 141-bus feeder corroborate the scalability of the methodology and its explore the trade-offs of Volt/VAR control with alternatives.