首页> 外文期刊>Journal of Wind Engineering and Industrial Aerodynamics: The Journal of the International Association for Wind Engineering >Performance of the generalized least-squares method for the Gumbel distribution and its application to annual maximum wind speeds
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Performance of the generalized least-squares method for the Gumbel distribution and its application to annual maximum wind speeds

机译:Gumbel分布的广义最小二乘法的性能及其在年度最大风速中的应用

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摘要

The Gumbel model is often used to fit annual maximum wind speed or wind velocity pressure. The commonly used fitting methods include the method of moments, the method of maximum likelihood, the method of L-moments, and the Lieblein BLUE (i.e., generalized least-squares method (GLSM)). Previously, the coefficients of the estimators for the latter method have not been available for large sample size, and the relative performance of the GLSM to other fitting methods such as the method of L-moments is unknown. In this study, we evaluate these coefficients for a sample size up to 100, and identify trends in the calculated coefficients. The relative performance of commonly used fitting methods for the Gumbel distribution, including the GLSM, is evaluated in terms of efficiency, bias, and root-mean square error. We illustrate their application and impact on the estimated return period values of the annual maximum wind speed for 14 locations in Canada.
机译:Gumbel模型通常用于拟合年度最大风速或风速压力。常用的拟合方法包括矩量法,最大似然法,L矩法和Lieblein BLUE(即广义最小二乘法(GLSM))。以前,后一种方法的估计器系数不适用于大样本量,并且GLSM与其他拟合方法(例如L矩方法)的相对性能尚不清楚。在这项研究中,我们评估了样本数量最大为100的这些系数,并确定了计算系数的趋势。针对效率,偏差和均方根误差,对常用的Gumbel分布拟合方法(包括GLSM)的相对性能进行了评估。我们说明了它们的应用及其对加拿大14个地点的年度最大风速的估计回报期值的影响。

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