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A new solution for maintenance scheduling in deregulated environment based on lost opportunity cost of market participation and reliability

机译:一种基于市场参与机会成本损失和可靠性的解除管制环境中维护计划的新解决方案

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This paper proposes a new method for maintenance scheduling of power generation units in deregulated environments by determining a fundamental index named Lost Opportunity Cost of Market Participation (LOCMP) based on dynamic game theory. Maintenance scheduling of power generation units in deregulated environments is a vital issue, because each Generation Company (GENCO) requires maximizing its benefits besides considering reliability concerns that is attended by Independent System Operator (ISO) side. Therefore, the paper offers a justice-oriented framework based on dynamic game theory for the maintenance scheduling problem. In this new solution, each generation company sets its strategy to minimizing the Lost Opportunity Cost of all Market Participators in a dynamic game theory by considering load uncertainty. On the other hand, ISO keeps safety of system based on its desirable reliability and its policy. The paper assessed the ISO activities by applying Monte-Carlo simulation for studying reliability indices. Numerical results are obtained by using IEEE Reliability Test System as the case study for testing correctness and applicability of the new mentioned solution.
机译:通过基于动态博弈论确定基本参与指标-市场参与的失去机会成本(LOCMP),提出了一种在放松管制的环境中进行发电机组维护调度的新方法。在不受管制的环境中,发电机组的维护计划是一个至关重要的问题,因为除了考虑独立系统运营商(ISO)侧对可靠性的关注之外,每个发电公司(GENCO)都要求最大化其收益。因此,本文提供了一种基于动态博弈理论的维护计划调度框架。在这一新解决方案中,各代公司制定了自己的策略,即通过考虑负荷不确定性,在动态博弈论中将所有市场参与者的失去机会成本降至最低。另一方面,ISO根据其期望的可靠性和策略来保持系统的安全性。本文通过应用蒙特卡洛模拟研究可靠性指标来评估ISO活动。通过使用IEEE可靠性测试系统作为测试新提到的解决方案的正确性和适用性的案例研究,获得了数值结果。

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