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MonteCarlo and Analytical Methods for Forced Outage Rate Calculations of Peaking Units

机译:蒙特卡洛和峰值单元的强制中断率计算的分析方法

摘要

All generation facilities have to report their generator un-availabilities to their respective Independent System Operators (ISOs). The un-availability of a generator is determined in terms of its probability of failure.Generators may serve the role of two kinds, base units which operates all the time and the others are peaking units which operate only for periods of time depending on load requirement. Calculation of probability of failure for peaking units using standard formulas gives pessimistic results owing to its time spent in the reserve shut down state. Therefore the normal two state representation of a generating unit is not adequate. A four state model was proposed by an IEEE committee to calculate the forced outage rate (unavailability) of such units. This thesis examines the representation of peaking units using a four-state model and performs the analytical calculations and Monte Carlo simulations to examine whether such a model does indeed represent the peaking units properly.
机译:所有发电设施必须向各自的独立系统运营商(ISO)报告其发电机不可用。发电机的不可用性是根据发电机的故障概率来确定的。发电机可以扮演两种角色,即始终运行的基本单元,而其他的则是高峰时段,根据负载要求仅运行一段时间。使用标准公式计算调峰机组的故障概率会给出悲观的结果,这是由于其在储备关闭状态下所花费的时间。因此,发电单元的正常的两种状态表示是不够的。 IEEE委员会提出了一种四状态模型来计算此类设备的强制中断率(不可用)。本文使用四态模型检查峰单元的表示形式,并进行分析计算和蒙特卡洛模拟,以检查这种模型是否确实正确地表示了峰单元。

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    Rondla Preethi 1988-;

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  • 年度 2013
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