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Predictability Loss in an Intermediate ENSO Model due to Initial Errorand Atmospheric Noise

机译:由于初始误差和大气噪声,在中间ENSO模型中的可预测性损失

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The seasonal and interannual predictability of ENSO variability in a version of the Zebiak-Cane coupled model is examined in a perturbation experiment. Instead of assuming that the model is 'perfect,' it is assumed that a set of optimal initial conditions exists for the model. These states, obtained through a nonlinear minimization of the misfit between model trajectories and the observations, initiate model forecasts that correlate well with the observations. Realistic estimates of the observational error magnitudes and covariance structures of sea surface temperatures, zonal wind stress, and thermocline depth are used to generate ensembles of perturbations around these optimal initial states, and the error growth is examined. The error growth in response to subseasonal stochastic wind forcing is presented for comparison. In general, from 1975 to 2002, the large-scale uncertainty in initial conditions leads to larger error growth than continuous stochastic forcing of the zonal wind stress fields. Forecast ensemble spread is shown to depend most on the calendar month at the end of the forecast rather than the initialization month, with the seasons of greatest spread corresponding to the seasons of greatest anomaly variance. It is also demonstrated that during years with negative (and rapidly decaying) Nino-3 SST anomalies (such as the time period following an El Nino event), there is a suppression of error growth. In years with large warm ENSO events, the ensemble spread is no larger than in moderately warm years. As a result, periods with high ENSO variance have greater potential prediction utility. In the realistic range of observational error, the ensemble spread has more sensitivity to the initial error in the thermocline depth than to the sea surface temperature or wind stress errors. The thermocline depth uncertainty is the principal reason why initial condition uncertainties are more important than wind noise for ensemble spread.
机译:在微扰实验中检查了Zebiak-Cane耦合模型中ENSO变异的季节和年际可预测性。不是假设模型是“完美的”,而是假设模型存在一组最佳初始条件。通过非线性最小化模型轨迹和观测值之间的不匹配而获得的这些状态将启动与观测值很好相关的模型预测。实际的观测误差幅度和海面温度,纬向风应力和温跃层深度的协方差结构的实际估计用于生成围绕这些最佳初始状态的扰动集合,并检查误差的增长。提出了响应于季节下随机风强迫的误差增长以进行比较。一般而言,从1975年到2002年,初始条件下的大规模不确定性导致的误差增长大于纬向风应力场的连续随机强迫。结果表明,预报系谱散布最依赖于预报结束时的日历月,而不是初始化月份,散布最大的季节对应于异常异常最大的季节。还表明,在Nino-3 SST异常为负数(且衰减迅速)的年份(例如,El Nino事件发生后的时间段),可以抑制错误的增长。在ENSO温暖的大事件年份中,集合传播不大于中等温暖的年份。结果,具有高ENSO方差的周期具有更大的潜在预测效用。在实际的观测误差范围内,集合扩展对温跃层深度的初始误差比对海面温度或风应力误差的敏感性更高。跃层深度不确定性是初始条件不确定性比集合传播的风噪声更重要的主要原因。

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