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首页> 外文期刊>International Journal of Climatology: A Journal of the Royal Meteorological Society >The potential of pattern scaling for projecting temperature-related extreme indices
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The potential of pattern scaling for projecting temperature-related extreme indices

机译:模式缩放对预测与温度相关的极端指数的潜力

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摘要

Pattern scaling can be used to linearly relate changes in extreme indices to changes in the annual or seasonal mean temperature. This study demonstrates the skills and limitations of two often used pattern scaling approaches in fillingin gaps in the time series of six temperature-related extreme indices. The extreme indices over Europe are derived from daily temperature output of 12 regional climate models of the multi-model project ENSEMBLES. The response pattern is estimated using one of the two future time periods (2021-2050 or 2070-2099) and the reference period (1961-1990). The simulated values from the remaining future time period are used for evaluating the skills. Both pattern scaling approaches perform reasonably well particularly for percentile-based and over most of the regions also for fixed temperature indices. Uncertainties due to internal variability can be large if the time period used for estimating the response pattern is close to the reference period. Limitations of pattern scaling due to violations of the linearity assumption are related to the shape of the temperature distribution. As a result, differences in the skills among the extreme indices can be related to the magnitude and shift direction of the whole temperature distribution. Therefore, skills for estimated extreme indices derived from the upper tail of the underlying temperature distribution are generally high. Over some areas, linear regression models used in this study are not appropriate statistical models because of the bounded and discrete nature of the data. Alternative pattern scaling methods such as, for instance, the logistic regression model leads to improvements over particular areas but not over the whole integration area.
机译:模式缩放可用于将极端指数的变化与年平均温度或季节性平均温度的变化线性相关。这项研究证明了两种常用的模式缩放方法在填补与温度相关的六个极端指数的时间序列中的空白方面的技巧和局限性。欧洲的极端指数来自于多模式项目ENSEMBLES的12个区域气候模式的每日温度输出。使用两个未来时间段(2021-2050或2070-2099)和参考周期(1961-1990)之一估计响应模式。剩余未来时间段的模拟值用于评估技能。两种模式缩放方法的性能都相当好,特别是对于基于百分位的方法,并且在大多数区域中对于固定温度指数也是如此。如果用于估计响应模式的时间段接近参考时间段,则由于内部可变性造成的不确定性可能会很大。由于违反线性假设而导致图案缩放的限制与温度分布的形状有关。结果,极端指标之间的技能差异可能与整个温度分布的大小和移动方向有关。因此,从底层温度分布的上尾获得的估算极端指数的技能通常很高。在某些地区,由于数据的有限性和离散性,本研究中使用的线性回归模型不适用于统计模型。替代模式缩放方法(例如,逻辑回归模型)导致特定区域的改进,而不是整个集成区域的改进。

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