Assessing the impact of bias correction approaches on climate extremes and the climate change signal

IF 2.3 4区 地球科学 Q3 METEOROLOGY & ATMOSPHERIC SCIENCES
Hong Zhang, Sarah Chapman, Ralph Trancoso, Nathan Toombs, Jozef Syktus
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引用次数: 0

Abstract

We assess the impact of three bias correction approaches on present day means and extremes, and climate change signal, for six climate variables (precipitation, minimum and maximum temperature, radiation, vapour pressure and mean sea level pressure) from dynamically downscaled climate simulations over Queensland, Australia. Results show that all bias-correction methods are effective at removing systematic model biases, however the results are variable and season-dependent. Importantly, our results are based on fully independent cross-validation, an advantage over similar studies. Linear scaling preserves the climate change signals for temperature, while quantile mapping and the distribution-based transfer function modify the climate change signal and patterns of change. The Perkins score for all the values above the 95th percentile and below the 5th percentile was used to evaluate how well the climate model matches the observational data. Bias correction improved Perkins score for extremes for some variables and seasons. We rank the bias-correction methods based on the Kling–Gupta efficiency (KGE) score calculated during the validation period. We find that linear scaling and empirical quantile mapping are the best approaches for Queensland for mean climatology. On average, bias correction led to an improvement in the KGE score of 23% annually. However, in terms of extreme values, quantile mapping and statistical distribution-based transfer function approaches perform best, and linear scaling tends to perform worst. Our results show that, except linear scaling, all approaches impact the climate change signal.

Abstract Image

评估偏差修正方法对极端气候和气候变化信号的影响
我们评估了三种偏差校正方法对澳大利亚昆士兰动态降尺度气候模拟的六个气候变量(降水、最低和最高温度、辐射、蒸汽压力和平均海平面压力)的现今平均值和极端值以及气候变化信号的影响。结果表明,所有偏差校正方法都能有效消除模型的系统性偏差,但其结果是多变的,并受季节影响。重要的是,我们的结果是基于完全独立的交叉验证,这是与同类研究相比的一个优势。线性缩放保留了温度的气候变化信号,而量化映射和基于分布的转移函数则改变了气候变化信号和变化模式。所有高于第 95 百分位数和低于第 5 百分位数的值的帕金斯评分用于评估气候模式与观测数据的匹配程度。偏差校正提高了某些变量和季节极端值的帕金斯评分。我们根据验证期间计算的 Kling-Gupta 效率(KGE)得分对偏差校正方法进行了排名。我们发现,对于昆士兰的平均气候学而言,线性缩放和经验量化绘图是最好的方法。平均而言,偏差校正使 KGE 分数每年提高 23%。然而,就极端值而言,量值映射和基于统计分布的转移函数方法表现最佳,而线性比例方法表现最差。我们的研究结果表明,除线性缩放外,所有方法都会影响气候变化信号。
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来源期刊
Meteorological Applications
Meteorological Applications 地学-气象与大气科学
CiteScore
5.70
自引率
3.70%
发文量
62
审稿时长
>12 weeks
期刊介绍: The aim of Meteorological Applications is to serve the needs of applied meteorologists, forecasters and users of meteorological services by publishing papers on all aspects of meteorological science, including: applications of meteorological, climatological, analytical and forecasting data, and their socio-economic benefits; forecasting, warning and service delivery techniques and methods; weather hazards, their analysis and prediction; performance, verification and value of numerical models and forecasting services; practical applications of ocean and climate models; education and training.
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