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1962年,法国学者J.Carpentier首先提出建立在严格数学模型基础之上的最优潮流问题,该模型可以计及各种等式、不等式的约束,能够将电力系统的经济性和安全性有机地结合起来,在随后的几十年里,最优潮流获得了很大的发展。1引言电力系统最优潮流可以追溯到20世纪60年代初期基于协调方程式的经典经济调度方法。随着电力系统规模的不断扩大、运行水平的提高,特别是纽约大停电事故之后,电力工业界认识到不能脱离系统安全稳定的要求而单纯追求经济性。1962年,法国学者J.Carpentier首先提出建立在严格数学模型基础之上的最优潮
In 1962, J.Carpentier, a French scholar, first proposed the optimal power flow problem based on a rigorous mathematical model. The model can take into account the constraints of various equations and inequalities, and can organically and economically Taken together, in the ensuing decades, the optimal trend has been greatly developed. 1 Introduction The optimal power flow can be traced back to the classic economic dispatch method based on the coordination equation in the early 1960s. With the continuous expansion of power system scale and improvement of operation level, especially after a major power outage in New York City, the power industry realized that it can not simply pursue economic efficiency without the requirement of system security and stability. In 1962, J.Carpentier, a French scholar, first proposed the optimal tide based on a rigorous mathematical model