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Stochastic approach for daily solar radiation modeling

机译:每日太阳辐射建模的随机方法

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摘要

Mathematical modeling of solar radiation continues to be an important issue in renewable energy applications. In general, existing models are mostly empirical and data dependent. In this paper, a novel approach for solar radiation modeling is proposed and illustrated. The proposed application consists of hidden Markov processes, which are widely used in various signal processing topics including speech modeling with successful results. In the experimental work, mean of hourly measured ambient temperature values are considered as observations of the model, whereas mean of hourly solar radiation values are considered as the hidden events, which constitute the outcomes of the proposed mathematical model. Both solar radiations and temperatures are converted to quantized number of states. Finally, after a training stage that forms the transition probability values of the described states, the hidden Markov model parameters are obtained and tested. The tests are repeated for various numbers of states and observations are presented. Plausible modeling results with distinct properties in terms of accuracy are achieved.
机译:在可再生能源应用中,太阳辐射的数学建模仍然是重要的问题。一般而言,现有模型主要取决于经验和数据。在本文中,提出并说明了一种新颖的太阳辐射建模方法。所提出的应用程序由隐马尔可夫过程组成,这些隐马尔可夫过程被广泛用于包括语音建模在内的各种信号处理主题,并获得了成功的结果。在实验工作中,将每小时测得的环境温度平均值视为模型的观测值,而将每小时太阳辐射值的平均值视为隐藏的事件,这构成了所提出的数学模型的结果。太阳辐射和温度都被转换为量化的状态数。最终,在形成描述状态的转移概率值的训练阶段之后,获得并测试了隐马尔可夫模型参数。针对各种状态重复进行测试,并提供观察结果。获得了在准确性方面具有独特属性的合理的建模结果。

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