论文标题

混合单极和双极HVDC网格配置的不平衡OPF建模

Unbalanced OPF Modelling for Mixed Monopolar and Bipolar HVDC Grid Configurations

论文作者

Jat, Chandra Kant, Dave, Jay, Van Hertem, Dirk, Ergun, Hakan

论文摘要

HVDC是一项至关重要的技术,用于大规模整合可再生资源,例如海上风电场。当前,在现实生活中,只有点对点和多终端HVDC连接才存在。但是,随着基于VSC的转换器技术的发展,预计未来的HVDC系统可以发展为网状HVDC网格。双极性HVDC网格可以在单极中以不平衡的方式或混合的单极和双极网格以不平衡的方式操作。但是,目前,没有(最佳的)功率流量工具来研究此类系统的可行性。因此,我们为混合AC-DC电网开发了最佳功率流(OPF)模型,以捕获直流侧的不平衡,并允许有效地计划和操作此类未来网格。在本文中,我们提出了一个多冲导器OPF模型,其正极,负极,金属回流导体和接地返回的单独建模。该模型的功能在一个小测试用例上进行了证明,包括在双极直流链路上进行单极敲击。证明开发的OPF模型可以在不平衡条件下捕获不同极点之间的循环流,而不是文献中现有的单线表示。此外,从11个总体系统到3120-BUS系统开始,为多种系统尺寸的多个测试用例提供了数值结果,以证明所选模型公式的计算障碍性。

HVDC is a critically important technology for the large-scale integration of renewable resources such as offshore wind farms. Currently, only point-to-point and multi-terminal HVDC connections exist in real-life operation. However, with the advancement of VSC-based converter technologies, future HVDC systems are foreseen to develop into meshed HVDC grids. Bipolar HVDC grids can be operated in an unbalanced way during single pole outages or in form of mixed monopolar and bipolar grids. However, currently, there are no (optimal) power flow tools to study the feasibility of such systems. Therefore, we develop an optimal power flow (OPF) model for hybrid AC-DC grids to capture the DC side unbalances and allowing to efficiently plan and operate such future grids. In this paper, we present a multi-conductor OPF model with separate modeling of the positive pole, negative pole, metallic return conductors, and ground return. The capabilities of the model are demonstrated on a small test case, including monopolar tapping over a bipolar DC link. It is demonstrated that the developed OPF model can capture the loop flows between the different poles in unbalanced conditions, as opposed to the existing single-wire representations in the literature. Further, numerical results are presented for multiple test cases with various system sizes, starting from an 11-bus system to a 3120-bus system to demonstrate the computational tractability of the chosen model formulation.

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