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Resilience Enhancement Strategies for Power Distribution Network Coupled With Urban Transportation System

机译:配网与城市交通系统相结合的弹性增强策略

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摘要

Traffic lights play a critical role in mitigating traffic congestions, which can be energized by distributed generators (DGs) when power outages occur in urban areas. This paper studies the resilience enhancement strategy by line hardening and DG placement when outages occur in distribution lines and traffic lights in the coupled power distribution system and urban transportation system (PDS-UTS). A to -level optimization model is formulated with a limited budget for line hardening and DG placement to minimize the cost of load shedding and aggregated vehicle travel time. The first level determines line hardening and DG placement strategies, the second level searches for the worst case of faulted lines that would maximize load shedding and aggregated vehicle travel time, and the third level minimizes the corresponding costs of load shedding and travel. In urban transportation system, a dynamic user equilibrium model is established in a cell transmission model and solved by a linear complementarity approach. As the number of unavailable lines and traffic lights are definite in the inner-most level, the coupled PDS-UTS is considered as two decoupled systems. Accordingly, the tri-level model is converted into an equivalent bi-level model through Karush-Kuhn-Tucker conditions, which is then solved by a greedy search method. Case studies corroborate the effectiveness of the proposed model and relevant solution method for the coupled PDS-UTS.
机译:交通信号灯在缓解交通拥堵方面起着至关重要的作用,当城市停电时,分布式发电机(DG)可以为交通灯供电。当耦合配电系统和城市交通系统(PDS-UTS)中的配电线路和交通信号灯发生故障时,本文通过线硬化和DG布置来研究弹性恢复策略。制定了具有有限预算的线级优化模型,用于线路硬化和DG布置,以最大程度地减少甩负荷和总行驶时间的成本。第一级确定线路硬化和DG布置策略,第二级搜索故障线路的最坏情况,这将最大程度地减少负荷和增加车辆的行驶时间,而第三级则减少相应的负荷减少和行驶成本。在城市交通系统中,在单元传输模型中建立了动态​​的用户平衡模型,并通过线性互补方法求解。由于在最内层确定不可用线路和交通信号灯的数量,因此将耦合的PDS-UTS视为两个解耦的系统。因此,通过Karush-Kuhn-Tucker条件将三级模型转换为等效的双级模型,然后通过贪婪搜索方法求解。案例研究证实了所提出模型和耦合PDS-UTS相关解决方案的有效性。

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