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Adaptive sequential importance sampling technique for short-term composite power system adequacy evaluation

机译:自适应序贯重要性抽样技术用于短期复合电力系统充分性评估

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摘要

The well-known sequential Monte Carlo simulation is a powerful tool to analyse short-term reliability of complicated composite power system. However, the corresponding computational burden is tremendous when applied to a highly reliable system. Aiming at improving the simulation efficiency, an adaptive importance sampling technology is proposed in this study. The proposed method, on the basis of component state duration sampling technique combined with cross-entropy method, is able to provide reliability evaluation of highly reliable non-homogeneous Markov system. The Weibull and lognormal distributions are considered to describe repair time of individual components comprising a system. Through the case studies conducted on a reinforced Roy Billinton reliability test system, it is validated that the proposed method is effective and of high efficiency and the efficiency gain against the crude sequential Monte Carlo simulation is robust to variation of load level and lead timescale. The proposed method is useful and efficient to timely monitor the system operating pressure under different lead timescales.
机译:众所周知的顺序蒙特卡洛模拟是分析复杂复合电力系统短期可靠性的有力工具。然而,当应用于高度可靠的系统时,相应的计算负担是巨大的。为了提高仿真效率,本文提出了一种自适应重要性抽样技术。该方法基于分量状态持续时间采样技术和交叉熵方法,能够为高度可靠的非齐次马尔可夫系统提供可靠性评估。考虑了威布尔分布和对数正态分布来描述组成系统的各个组件的修复时间。通过在增强型Roy Billinton可靠性测试系统上进行的案例研究,验证了所提出的方法是有效且高效的,并且针对粗略顺序Monte Carlo模拟的效率增益对于负载水平和提前时间尺度的变化具有鲁棒性。所提出的方法对于在不同提前时间尺度下及时监测系统工作压力是有用而有效的。

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