Studies of bilateral contracts with respect to steady-state security in a deregulated environment

J. Cheng, F. Galiana, D. McGillis
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引用次数: 92

Abstract

Under a deregulated environment, electricity consumers and suppliers will be permitted to establish various bilateral service contracts. The transmission company however will only have to honour and execute these bilateral contracts as far as the system design and operating conditions permit. A fundamental question is to what extent the system security could affect these contracts and what kinds of system reinforcements will be required to meet the future contract needs. This paper describes a series of studies modelling the bilateral contracts by using a transaction matrix (T). The concept of the transaction matrix is to expand the conventional load flow variables such as generations (Pg) and loads (Pd) into a 2-dimensional matrix (T). Each element of T, namely t/sub ij/, corresponds to a bilateral contract between a supplier (Pg/sub i/) and consumer (Pd/sub j/). A generalized linear programming formulation is then proposed to solve various system operation and planning problems under a deregulated environment subjected to the steady-state security constraints (e.g. generation and line flow limits). Examples are presented to illustrate how to use this formulation to maximize any bilateral contract, individual generation or groups of generations; or to minimize the necessary correction needed for a proposed transaction matrix (T/sup 0/) in order to comply with the security requirements. Other studies such as the use of Monte Carlo methods to study the behaviour of random bilateral contracts are also presented and discussed.
在放松管制的环境下,关于稳定状态安全的双边合同研究
在放松管制的环境下,电力消费者和供应商将获准订立各种双边服务合约。然而,只有在系统设计和运行条件允许的情况下,输电公司才需要履行和执行这些双边合同。一个基本的问题是,系统安全性会在多大程度上影响这些合同,以及需要什么样的系统增强来满足未来的合同需求。本文描述了利用交易矩阵(T)对双边契约进行建模的一系列研究。交易矩阵的概念是将传统的负荷流变量(如世代(Pg)和负荷(Pd))扩展为二维矩阵(T)。T中的每个元素,即T /sub ij/,对应于供应商(Pg/sub i/)和消费者(Pd/sub j/)之间的双边契约。然后,提出了一个广义线性规划公式来解决受稳态安全约束(例如发电量和线流限制)约束的放松管制环境下的各种系统运行和规划问题。举例说明了如何使用这一公式来最大化任何双边合同、个体代或代群体;或者最小化为符合安全要求而对提议的事务矩阵(T/sup 0/)所需的必要修正。其他研究,如使用蒙特卡罗方法来研究随机双边契约的行为也被提出和讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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