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A decomposition approach for integrated planning of primary and secondary distribution networks considering distributed generation

机译:考虑分布式发电的一次和二次配电网络集成规划的分解方法

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This paper presents a new model for optimal integrated planning of medium and low voltage distribution systems with penetration of distributed generation (DG) in the low voltage network. The proposed bilevel model takes into account in the upper and the lower levels, the medium and low voltage network planning respectively. This approach considers as conflict between these two agents (upper and lower levels), the size and location of the distribution transformers (DT),i.e. the incidence in both networks of the power flow circulating from the primary to the secondary system. The main objective of this approach is to find a joint global solution that establishes a balance to benefit the planning of both networks, by decomposing the problem in two subproblems (or levels). The upper and lower levels involve the costs of installing and upgrading the new and existing elements (branches, DT, substations and DG) and the cost of the energy technical losses. This problem is formulated as a mixed integer non-linear model, and is solved using a tabu search algorithm (TSA). To verify the efficiency of the proposed methodology, three cases of study are compared: (i) traditional integrated planning, (ii) bilevel integrated planning and (iii) bilevel integrated planning with DG in the LV network. The obtained results show the importance of considering both networks in a simultaneous way in the electric distribution system planning, which allows finding answers of lower global costs.
机译:本文提出了一种新模型,用于在低压网络中渗透分布式发电(DG)的中低压配电系统的最佳综合规划。所提出的双层模型在高层和较低层分别考虑了中压和低压网络规划。这种方法将配电变压器(DT)的大小和位置视为这两个代理(上层和下层)之间的冲突,即从主系统到辅助系统的功率流在两个网络中的发生率。这种方法的主要目标是找到一个全局解决方案,该解决方案通过将问题分解为两个子问题(或层次)来建立平衡,从而有利于两个网络的规划。上层和下层涉及安装和升级新的和现有组件(分支机构,DT,变电站和DG)的成本以及能源技术损失的成本。该问题被公式化为混合整数非线性模型,并使用禁忌搜索算法(TSA)解决。为了验证所提出方法的有效性,比较了三个研究案例:(i)传统综合计划,(ii)双层综合计划,以及(iii)LV网络中具有DG的双层综合计划。获得的结果表明在配电系统规划中同时考虑两个网络的重要性,这可以找到较低的全球成本的答案。

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