摘要
讨论了如何将现代内点非线性规划算法具体实现的问题。首先,定义了简约修正方程的变量和行的排列顺序,对简约修正方程进行行列变换,导出了一种由4T4T(T是调度周期)块状对角子矩阵组成的新的数据结构。此数据结构与节点导纳矩阵的结构相似,从而原问题的结构得到了充分利用,使得HTOPF问题易于编程与求解。为了清楚起见, 以一个4节点的简单电力系统为例展示了简约修正方程实现的过程。仿真结果表明: 所提算法具有良好的收敛特性和合理的计算时间,对于求解大规模系统问题具有广泛的应用前景。
The algorithm implementation of the HTOPF problems based on an interior point method.is discussed. The reduced correction equation with novel 4T×4T block diagonal sub matrices can be derived by exchanging rows and columns of a correction equation, where T is the number of time interval. Its topological structure is identical to that of the nodal admittance matrix, thus making the algorithm to be an efficient one. The simulation results verifies that the proposed algorithm possesses a good convergence property within a reasonable execution time, and hence, the algorithm is quite promising for large-scale applications.
出处
《中国电机工程学报》
EI
CSCD
北大核心
2003年第6期13-18,共6页
Proceedings of the CSEE
基金
国家自然科学基金项目(59867001)
广西科技厅配套基金项目
广西十百千人才基金项目(354)
广西教育厅基金项目(桂教科研169)~~
关键词
水-火电力系统
最优潮流
现代内点算法
非线性规划算法
电力系统
Hydro-thermal power system
Optimal power flow
Interior point method
Correction equation
Algorithm implementation