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Cloud shade by dynamic logistic modeling

机译:动态后勤建模的云影

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摘要

During the daytime, the sun is shining or not at ground level depending on clouds motion. Two binary variables may be used to quantify this process: the sunshine number (SSN) and the sunshine stability number (SSSN). The sequential features of SSN are treated in this paper by using Markovian Logistic Regression models, which avoid usual weaknesses of autoregressive integrated moving average modeling. The theory is illustrated with results obtained by using measurements performed in 2010 at Timisoara (southern Europe). Simple modeling taking into account internal dynamics with one lag history brings substantial reduction of misclassification compared with the persistence approach (to less than 57%). When longer history is considered, all the lags up to at least 8 are important. The seasonal changes are rather concentrated to low lags. Better performance is associated with a more stable radiative regime. More involved models add external influences (such as sun elevation angle or astronomic declination as well as taking into account morning and afternoon effects separately). Models including sun elevation effects are significantly better than those ignoring them. Clearly, during the winter months, the effect of declination is much more pronounced compared with the rest of the year. SSSN is important in long-term considerations and it also plays a role in retrospective assessment of the SSN. However, it is not easy to use SSSN for predicting future SSN. Using more complicated past beam clearness models does not necessarily provide better results than more simple models with SSN past.
机译:在白天,取决于云层的运动,太阳是否在地上发光。可以使用两个二进制变量来量化此过程:日照数(SSN)和日照稳定性数(SSSN)。本文采用马尔可夫对数回归模型处理了SSN的顺序特征,避免了自回归综合移动平均模型的一般缺点。用2010年在蒂米什瓦拉(欧洲南部)进行的测量获得的结果说明了该理论。与持久性方法相比,考虑到具有一个滞后历史的内部动力学的简单建模可以大大减少误分类的情况(小于57%)。当考虑更长的历史时,所有至少8个时滞都是很重要的。季节变化集中在低滞后。更好的性能与更稳定的辐射状态相关。涉及更多的模型会增加外部影响(例如太阳仰角或天文偏斜以及分别考虑早晨和下午的影响)。包括太阳高程效应的模型要比忽略它们的模型好得多。显然,在冬季,磁偏角的影响比一年中的其余时间要明显得多。 SSSN在长期考虑中很重要,并且在SSN的回顾评估中也发挥着作用。但是,使用SSSN预测未来的SSN并不容易。使用更复杂的过去波束清除度模型不一定比具有SSN过去的简单模型提供更好的结果。

著录项

  • 来源
    《Journal of applied statistics》 |2014年第6期|1174-1188|共15页
  • 作者单位

    Department of Nonlinear Modeling, Institute of Computer Science, Academy of Sciences of the Czech Republic, Pod Vodarenskou vezi 2, 182 07 Prague 8, Czech Republic;

    Candida Oancea Institute, Polytechnic University of Bucharest, Spl. Independentei 313, Bucharest 060042, Romania,Romanian Academy, Calea Victoriei 125, Bucharest, Romania;

    Department of Physics, West University of Timisoara, V. Parvan 4, Timisoara 300223, Romania;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    clouds; random process; sunshine number; Markovian logistic regression model;

    机译:云;随机过程日照数马尔可夫逻辑回归模型;

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