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Predictability and Chaotic Nature of Daily Streamflow

机译:日常流流的可预测性和混沌性质

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The predictability of a chaotic series is limited to a few future time steps due to its sensitivity to initial conditions and the exponential divergence of the trajectories. Over the years, streamflow has been considered as a stochastic system in many approaches. In this study, the chaotic nature of daily streamflow is investigated using autocorrelation function, Fourier spectrum, correlation dimension method (Grassberger-Procaccia algorithm) and false nearest neighbor method. Embedding dimensions of 6-7 obtained indicates the possible presence of low-dimensional chaotic behavior. The predictability of the system is estimated by calculating the system's Lyapunov exponent. A positive maximum Lyapunov exponent of 0.167 indicates that the system is chaotic and unstable with a maximum predictability of only 6 days. These results give a positive indication towards considering streamflow as a low dimensional chaotic system than as a stochastic system.
机译:由于其对初始条件的敏感性和轨迹的指数发散,混沌系列的可预测性限于未来的时间步长。多年来,流出已被认为是许多方法中的随机系统。在这项研究中,使用自相关函数,傅里叶谱,相关尺寸方法(Grassberger-Provaccia算法)和错误最近邻方法来研究日常流流的混沌性质。所获得的6-7的嵌入尺寸表明可能存在低维混沌行为。通过计算系统的Lyapunov指数来估算系统的可预测性。 0.167的正最大Lyapunov指数表明系统是混沌和不稳定的,其最大可预测性仅为6天。这些结果给出了将流流作为低维混沌系统的积极指示,而不是随机系统。

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