Application of modified subgradient algorithm based on feasible values to security constrained economic dispatch problem with prohibited operation zones

S. Fadil, Burak Urazel
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引用次数: 1

Abstract

A security constrained economic dispatch problem with prohibited operation zones for a lossy electric power system is formulated. An iterative solution method that is based on modified subgradient algorithm operating on feasible values is employed to solve it. Bus voltage magnitudes and phase angles, off-nominal tap settings and susceptance values of svar systems are taken as independent (decision) variables in the solution algorithm. Since load flow equations are added into the model as equality constraints, actual power system loss is used in solution of the optimization model. The proposed technique is tested on IEEE 30-bus test systems. The minimum total cost rates and the solution times obtained from F-MSG algorithm and from the other techniques are compared, and the outperformance of the F-MSG algorithm with respect to the other methods in each test system is demonstrated.
基于可行值的改进亚梯度算法在安全约束经济调度问题中的应用
研究了含损电力系统的安全约束经济调度问题。采用一种基于可行值的改进次梯度算法的迭代求解方法进行求解。在求解算法中,将svar系统的母线电压幅值和相位角、非标称分接设定值和电纳值作为独立(决策)变量。由于在模型中加入了潮流方程作为等式约束,因此采用实际的电力系统损耗来求解优化模型。该技术已在IEEE 30总线测试系统上进行了测试。比较了F-MSG算法与其他方法的最小总成本率和求解次数,并在每个测试系统中证明了F-MSG算法相对于其他方法的优越性。
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