首页> 外文会议>Transmission and Distribution Conference, 1996. Proceedings., 1996 IEEE >Capacitor placement and real time control in large-scale unbalanceddistribution systems: loss reduction formula, problem formulation,solution methodology and mathematical justification
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Capacitor placement and real time control in large-scale unbalanceddistribution systems: loss reduction formula, problem formulation,solution methodology and mathematical justification

机译:大规模不平衡中的电容器放置和实时控制分配系统:减少损失的公式,问题的公式,解决方法和数学证明

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A comprehensive study of capacitor placements and real-timecontrol in general unbalanced distribution systems is undertaken. Newdevelopments in a loss reduction formula, problem formulations, solutionmethodology and mathematical justification are presented. The problem isdecoupled into two subproblems: the capacitor placement subproblem andthe real-time control subproblem. An effective solution algorithm forplacing capacitors and determining their real-time control schemes forgeneral unbalanced distribution systems is proposed. To meet the needfor efficient implementation in real-time environments, a fast pseudogradient type mechanism for deriving capacitor control settings isincorporated into the solution algorithms. A quadratic integerprogramming based approach is proposed to determine the number,locations and sizing of capacitors to be placed in the distributionsystems. The subproblem of determining capacitor control settings undervarying loading conditions is formulated as another quadratic integerprogramming problem. Mathematical justification is provided to show thatthe proposed algorithms are guaranteed to yield local optimal solutions
机译:电容器放置和实时性的综合研究 进行一般不平衡配电系统的控制。新的 减少损失的公式,问题公式,解决方案的发展 提出了方法论和数学证明。问题是 解耦为两个子问题:电容器放置子问题和 实时控制子问题。一种有效的求解算法 放置电容器并确定其实时控制方案 提出了一般的不平衡配电系统。满足需要 为了在实时环境中有效实施,需要使用快速伪指令 用于推导电容器控制设置的梯度类型机制是 合并到解决方案算法中。二次整数 提出了基于编程的方法来确定数量, 配电中要放置的电容器的位置和尺寸 系统。在以下情况下确定电容器控制设置的子问题 变化的加载条件被公式化为另一个二次整数 编程问题。提供数学上的证明以表明 所提出的算法可以保证产生局部最优解

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