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Ensemble Forecasts: Probabilistic Seasonal Forecasts Based on a Model Ensemble

机译:合奏预报:基于模型合奏的概率季节预报

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摘要

Ensembles of general circulation model (GCM) integrations yield predictions for meteorological conditions in future months. Such predictions have implicit uncertainty resulting from model structure, parameter uncertainty, and fundamental randomness in the physical system. In this work, we build probabilistic models for long-term forecasts that include the GCM ensemble values as inputs but incorporate statistical correction of GCM biases and different treatments of uncertainty. Specifically, we present, and evaluate against observations, several versions of a probabilistic forecast for gridded air temperature 1 month ahead based on ensemble members of the National Centers for Environmental Prediction (NCEP) Climate Forecast System Version 2 (CFSv2). We compare the forecast performance against a baseline climatology based probabilistic forecast, using average information gain as a skill metric. We find that the error in the CFSv2 output is better represented by the climatological variance than by the distribution of ensemble members because the GCM ensemble sometimes suffers from unrealistically little dispersion. Lack of ensemble spread leads a probabilistic forecast whose variance is based on the ensemble dispersion alone to underperform relative to a baseline probabilistic forecast based only on climatology, even when the ensemble mean is corrected for bias. We also show that a combined regression based model that includes climatology, temperature from recent months, trend, and the GCM ensemble mean yields a probabilistic forecast that outperforms approaches using only past observations or GCM outputs. Improvements in predictive skill from the combined probabilistic forecast vary spatially, with larger gains seen in traditionally hard to predict regions such as the Arctic.
机译:通用循环模型(GCM)集成的集合产生了未来几个月的气象条件预测。这种预测具有隐式不确定性,这是由于模型结构,参数不确定性和物理系统中的基本随机性导致的。在这项工作中,我们建立了长期预测的概率模型,其中包括GCM集合值作为输入,但结合了GCM偏差的统计校正和不确定性的不同处理。具体来说,我们根据国家环境预测中心(NCEP)气候预测系统第2版(CFSv2)的集合成员,提出并提前1个月对网格气温进行概率预测的几种版本。我们使用平均信息增益作为技能指标,将预测性能与基于基准气候学的概率预测进行比较。我们发现,CFSv2输出中的错误用气候方差比用集合成员的分布更好地表示,因为GCM集合有时会遭受不切实际的分散。缺乏整体分布会导致概率预测,其概率仅基于整体分布就相对于仅基于气候学的基准概率预测而言,表现不佳,即使整体均值已针对偏差进行了校正。我们还显示,基于组合回归的模型(包括气候,最近几个月的气温,趋势和GCM总体平均值)得出的概率预测的效果优于仅使用过去的观测值或GCM输出的方法。组合概率预测在预测技能方面的改进在空间上有所不同,在传统上难以预测的地区(例如北极)中可以看到更大的收益。

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