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A New Method Study on River Flow Forecast Model with Impactsof Natural and Human Activities

机译:自然与人类活动影响河流流量模型的新方法研究

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Under the influence of natural conditions and human activities in common in modern society, forecast of many characteristics is constrained by certainty and uncertainty factors in common. The application of single physics and random models is being constrained increasingly. When forecasting river flow, if broadly looking river flow routing by Muskingum method as a special case of a first order single variable autoregressive model at two dimension time — space distribution conditions, the foreseeable period of autoregressive model can be extended by changing spatiotemporal location of the corresponding factor in the course of channel flow routing. It can avoid the defect that " residual values relates with their lagged values " in time series autoregressive model, meet the standard assumptions of regression theory that "interference items are unrelated each other" and provide new ideas to set up a mixed forecast model. According to integrating and superposing principles, the mixed model can be simply expressed as " Certain Items + Fuzzy Items + Random Items". When applicating, The model can be expressed and calculated in quantum by the length of foreseeable period and the relationship between predictors of primary and secondary, through the assumption and transform, etc. It still need to analyze error sources of practical problems, confirm the critical time at which factors characteristics transform, use time — varying parameters rationally to improve model precision.
机译:根据现代社会共同的自然条件和人类活动的影响,许多特征的预测受到肯定和不确定性因素的限制。单个物理和随机模型的应用越来越受到约束。在预测河流流量时,如果麝香法宽阔地看河流流量,作为两个尺寸时空分布条件的一阶单可变自回归模型的特殊情况,可以通过改变时空位置来延长自回归模型的可预见时期信道流路路程中的对应因素。它可以避免“残差值与其滞后值”中的缺陷在时间序列自回归模型中,满足回归理论的标准假设,即“干扰项目彼此无关”并提供新的想法来设置混合预测模型。根据集成和叠加原则,混合模型可以简单地表示为“某些项目+模糊物品+随机项目”。在应用时,通过可预见的时期的长度和初级和次级预测因子之间的关系来表达和计算模型,通过假设和变换等。它仍然需要分析实际问题的错误来源,确认临界因素特性转换的时间,使用时变参数合理地提高模型精度。

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