Survey of Morris and E-FAST algorithms based on power-generation operation and assistant decision model

Shaobo Liu, Dan Jin, ZhiCheng Ma, Xiang Wei, Lei Zhang
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引用次数: 2

Abstract

Global uncertainty and sensitivity analysis(UA-SA) can be applied to quantify the influence of uncertain model inputs on the response variability of a power system model. Uncertainty and sensitivity analysis algorithms are becoming an efficient tool for the understanding, application and development of mathematical and computer models. In this paper, Morris and Extended Fourier Amplitude Sensitivity Test (E-FAST) is used to test the Power-generation Operation and Assistant Decision Model (POADM). Rankings of POADM parameters (from the most to the least relevant) were generated. And then we further analyse the effect of the uncertainty of parameters and interaction between the parameters. Sensitivity algorithms was devoted to predict the risk of facing a loss of total profits as thermoelectric conversion efficiency decreases and assess the relative importance of input parameters on the output. As evidenced by the performance indices, Morris and E-FAST algorithms have demonstrated to be powerful techniques for quantifying uncertainty in complex model. Those two algorithms are reliable and robust in global uncertainty and sensitivity analysis.
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基于发电运行和辅助决策模型的Morris和E-FAST算法综述
全局不确定性和敏感性分析(UA-SA)可用于量化不确定模型输入对电力系统模型响应变异性的影响。不确定性和敏感性分析算法正在成为理解、应用和开发数学和计算机模型的有效工具。本文采用Morris和扩展傅立叶振幅灵敏度测试(E-FAST)来测试发电运行和辅助决策模型(POADM)。生成了POADM参数的排名(从最相关到最不相关)。然后进一步分析了参数不确定度的影响以及参数之间的相互作用。灵敏度算法用于预测随着热电转换效率降低而面临总利润损失的风险,并评估输入参数对输出的相对重要性。性能指标证明,Morris和E-FAST算法是复杂模型中量化不确定性的有力技术。这两种算法在全局不确定性和敏感性分析中具有较好的鲁棒性和可靠性。
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