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Stochastic properties and preliminary forecasting of daily flow of the Yellow River at Tangnaihai and Tongguan

机译:Tangnaihai和Tongguan黄河日报的随机特性及初步预测

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The daily flow processes (DFPs) of the headwaters of the Yellow River at Tangnaihai and of the middle reaches at Tongguan are decomposed into trend component, periodic component and stochastic noise component first, nd the trend, aperiodicity, autocorrelation and long memory properties are analyzed correspondingly. The analysis shows that: There is no obvious trend in the average annual flow process at Tanaihai, but there is downward trend at Tongguan; The DFP at Tangnaihai is is much smoother than that at Tonggunan because of different situations of rain distribution within the year and different intensity of human intervention; Storing seasonality present in autocorrelation functions (ACFs) at both Tangnaihai and Tongguan, and autocorrelation coefficients at Tangnaihai are generally much larger than at Tongguan; DFPs exhibit strong long-memory properties at both Tangnaihai and Tongguan, while DFP at Tangnaihai shows stronger long-memory properties. Autoregressive integrated moving-average (ARIMA) models, autoregressive fractionally integrated moving average (ARFIMA) model and periodic autoregressive (PAR) model are fitted to DFP at Tongguan and Tangnaihai and preliminary forecasts are made. THe forecasts show that he predictability is highly correlated with autoregressive coefficients.
机译:Tangnaihai和中海的黄河头部的日常流程(DFPS)在潼关中分解为趋势分量,定期组分和随机噪声组件首先,分析了趋势,非周期性,自相关和长记忆特性相应地。分析表明:泰安海平均年流程过程中没有明显趋势,但潼关有下降趋势;由于在年内和人类干预的不同强度的情况下,唐尼海的DFP比潼尼南更顺畅。在唐尼海和潼关的自相关函数(ACF)中储存季节性,唐尼海的自相关系数通常比潼关大得多; DFPS在Tangnaihai和Tongguan展示了强大的长记忆性能,而唐尼海的DFP则表现出更强大的长记忆特性。自回归综合移动平均(ARIMA)模型,自回归分数集成的移动平均(ARFIMA)模型和周期性自回归(PAR)模型适用于潼关,唐尼海的DFP和初步预测。预测表明,他的预测性与自回归系数高度相关。

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