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Multi-parameter Uncertainty Analysis in Power System Dynamic Simulation: A New Solution Based on the Stochastic Response Surface Method and Trajectory Sensitivity Method

机译:电力系统动态仿真中的多参数不确定性分析:基于随机响应面法和轨迹灵敏度法的新解决方案

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摘要

Power system simulations are greatly affected by uncertainties arising from models and parameters. The conventional methods of uncertainty analysis involve many thousand rounds of computation, which are both time and effort demanding. Based on the stochastic response surface method and the trajectory sensitivity method, this article proposes a new solution to reduce the number of uncertain inputs and to expedite the calculation of uncertainty. The trajectory sensitivity method is first applied to narrow down a set of parameters with high sensitivity, and the stochastic response surface method is then applied on this set to analyze the uncertainties, which can greatly speed up the computation process. The uncertainties estimated this way are close to those by 10~5 Monte Carlo simulations in case studies of the NE power grid of China.
机译:电力系统仿真受到模型和参数产生的不确定性的极大影响。不确定性分析的常规方法涉及数千轮计算,这既费时又费力。本文基于随机响应面法和轨迹灵敏度法,提出了一种减少不确定性输入数量并加快不确定性计算的新方法。首先使用轨迹灵敏度方法来缩小一组具有高灵敏度的参数,然后对该参数应用随机响应面方法来分析不确定性,这可以大大加快计算速度。在中国东北电网案例研究中,这种方法估计的不确定性接近于10〜5个蒙特卡洛模拟的不确定性。

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