Optimal Sizing and Placement of DGs to Reduce the Fuel Cost and T& D Losses by using GA & PSO optimization Algorithms

Gireesh Kumar Devineni, A. Ganesh, D. S. Naga Malleswara Rao, S. Saravanan
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引用次数: 5

Abstract

Distributed Generators helps in limiting the expense for power to customers, calm the system clog and, give non-polluted power close to the load centers. Its ability can quantifiable and versatile, it gives voltage support. Thus, the installation and penetration of DG is an impressive issue for both the customers and the suppliers of DG. The rebuilt control markets are gradually developing with Standard Market Design. The guideline feature of the SMD is Location Marginal Pricing (LMP) plans. The proposed methodology is shown by the contextual investigation on IEEE 30 bus framework. Optimum Power Flow (OPF) method has been broadly utilized for control, planning and operation of a power system n/w. A typical OPF solution that adjusts the relevant control variables in order to optimize (maximize or minimize) the specific objective of constraints imposed by the electrical network. OPF is the ideal environment for deregulation. The primary issue in the placement of DGs is finding economically viable sites and corresponding MWs. DGs are placed based on the nodal LMPs, the Price per unit is obtained at the node for corresponding LMPs at the node. As it will yield the highest returns, a node having largest LMP is the candidate to locate the DG. GA and PSO are used to find the optimum size of DG evolutionary techniques. The targets include decreasing T& D losses and optimizing the system voltage profile, taking due account of fixed and variable costs. The problem of DG placement in deregulated environment for Optimal Power Flow (OPF) solved by the optimization techniques of Particle Swarm optimization (PSO) and Genetic Algorithm (GA). The results obtained by the two methods were compared and observed that PSO producing best suited for this problem than GA.
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利用遗传算法和粒子群优化算法优化dg的尺寸和位置以降低燃料成本和T& D损失
分布式发电机有助于限制客户的电力费用,缓解系统堵塞,并在靠近负荷中心的地方提供无污染的电力。可量化、通用性强,具有电压支持功能。因此,DG的安装和渗透对于客户和DG的供应商来说都是一个令人印象深刻的问题。改造后的控制市场正以规范的市场设计逐步发展。SMD的指导特征是位置边际定价(LMP)计划。通过对IEEE 30总线框架的上下文调查,证明了所提出的方法。最优潮流(OPF)方法已广泛应用于电力系统的控制、规划和运行。一个典型的OPF解决方案,调整相关的控制变量,以优化(最大化或最小化)由电网施加的约束的特定目标。OPF是放松管制的理想环境。安置可持续发展目标的主要问题是寻找经济上可行的地点和相应的可持续发展目标。dg是基于节点lmp放置的,每个节点对应lmp的单位价格在节点上得到。因为它将产生最高的回报,所以具有最大LMP的节点是定位DG的候选节点。采用遗传算法和粒子群算法寻找DG的最优尺寸。目标包括降低输配电损耗和优化系统电压分布,适当考虑固定成本和可变成本。采用粒子群算法(PSO)和遗传算法(GA)等优化技术,解决了无管制环境下DG的最优潮流配置问题。比较了两种方法得到的结果,发现粒子群算法比遗传算法更适合该问题。
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