Quarterly Journal of the Royal Meteorological Society · 2018 · 14 citations · 39 references
Natural SciencesEarth SciencesMeteorologyForecastingTropical MeteorologyWeather ForecastingError GrowthForecast VerificationOcean ForecastingTropical Cyclone ForecastingTropical Weather PredictionCyclone Intensity EstimationError Growth In Cyclone PredictionPredictability Of Tropical WeatherSaturationStatistical Forecasting ModelsTropical Cyclone IntensificationTropical Cyclone Intensity ChangeTropical Cyclone Intensity Forecasting
This study examines the growth of tropical cyclone (TC) intensity forecast errors and related intensity predictability for the NOAA operational Hurricane Weather Research and Forecasting (HWRF) model. Using operational intensity forecasts during the 2012 to 2016 seasons, two conditions for a limited range of TC intensity predictability are demonstrated, which include (a) the existence of an intensity error saturation limit, and (b) the dependence of the intensity error growth rate on storm intensity during TC development. By stratifying intensity errors based on different initial intensity bins, it is shown that TC intensity error growth rate is relatively small (∼0.3 kt h −1 ) at the early stage of TC development, but it quickly increases to ∼1 kt h −1 during TC intensification. Of further importance is that the intensity error saturation varies in the range of 14–18 kt in different ocean basins, thus suggesting the potential dependence of the intensity predictability on large‐scale environment. Additional idealized experiments with the HWRF model confirm the saturation of intensity errors, even under a perfect model scenario. The existence of the intensity error saturation together with the finding of a faster error growth rate for higher intensity suggests that the TC dynamics possesses an inherent limited predictability, which prevents us from reducing the intensity errors in TC dynamical models below a certain threshold.
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Deterministic Nonperiodic Flow
Edward N. Lorenz · Journal of the Atmospheric Sciences · 1963 · 19.3K citations · Full text
The predictability of a flow which possesses many scales of motion
Edward N. Lorenz · Tellus · 1969 · 985 citations