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Distributions-oriented wind forecast verication by a hidden Markov model for multivariate circular-linear data

机译:基于隐马尔可夫模型的多元圆线性数据导向分布风向验证

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摘要

Winds from the North-West quadrant and lack of precipitation are\udknown to lead to an increase of PM10 concentrations over a residential neighborhood\udin the city of Taranto (Italy). In 2012 the local government prescribed\uda reduction of industrial emissions by 10% every time such meteorological\udconditions are forecasted 72 hours in advance. Wind forecasting is addressed\udusing the Weather Research and Forecasting (WRF) atmospheric simulation\udsystem by the Regional Environmental Protection Agency. In the context of\uddistributions-oriented forecast verification, we propose a comprehensive modelbased\udinferential approach to investigate the ability of the WRF system to\udforecast the local wind speed and direction allowing different performances for\udunknown weather regimes. Ground-observed and WRF-forecasted wind speed\udand direction at a relevant location are jointly modeled as a 4-dimensional\udtime series with an unknown finite number of states characterized by homogeneous\uddistributional behavior. The proposed model relies on a mixture of joint\udprojected and skew normal distributions with time-dependent states, where\udthe temporal evolution of the state membership follows a first order Markov\udprocess. Parameter estimates, including the number of states, are obtained\udby a Bayesian MCMC-based method. Results provide useful insights on the\udperformance of WRF forecasts in relation to different combinations of wind\udspeed and direction.
机译:众所周知,西北象限的风和缺乏降水会导致塔兰托市(意大利)的居民区PM10浓度升高。在2012年,每当预报气象/突发状况提前72小时,当地政府就将工业排放量减少10%。风力预报由区域环境保护局使用天气研究和预报(WRF)大气模拟\ udsystem解决。在面向\\\\\\\\\\\\\\\\\\\\\\“分布分布的预测验证的背景下,我们提出了一种基于\\综合模型\\\”推导性的方法,以调查WRF系统\\预测本地风速和风向的能力\\为未知的天气状况提供不同的性能。在相关位置的地面观测和WRF预测的风速\ udand方向被联合建模为一个4维\ udtime序列,其未知数量有限的状态具有均一\ ud分布行为。所提出的模型依赖于联合\超投影和偏态正态分布与时间相关状态的混合,其中状态成员的时间演化遵循一阶马尔可夫过程。通过基于贝叶斯M​​CMC的方法获得\ ud的参数估计值,包括状态数。结果提供了与风速/风速和风向的不同组合有关的WRF预报的\ udperformance的有用见解。

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