%0 Journal Article
%T 变化环境下非一致性水文频率分析研究综述<br>Review on Nonstationary Hydrological Frequency Analysis under Changing Environments
%A 熊立华
%A 江聪
%A 杜涛
%A 郭生练
%A 许崇育
%J Journal of Water Resources Research
%P 0-0
%@ 2166-5982
%D 2015
%I Hans Publishing
%X 水文频率分析计算是水利工程规划设计、施工以及运行管理的基础工作，传统的水文频率分析计算的一个基本前提是水文序列满足一致性假设。近几十年来，受气候变化和人类活动影响，许多河流的径流序列存在非一致性，导致传统基于一致性假设的水文频率计算方法的适用性受到严峻挑战，因此研究非一致性条件下水文频率分析方法具有重要的意义。本文在总结了国内外最新的非一致水文序列频率分析研究成果的基础上，将该研究方向的研究重点、难点和热点归纳为如下四方面：1) 单变量水文序列的非一致性诊断；2) 单变量水文序列非一致性的数学描述与归因分析；3) 非一致性条件下的单变量随机事件重现期定义和估计；4) 多变量非一致水文序列的频率分析。最后，针对这些问题，对今后的研究进行了展望。<br />
The assumption of stationarity is a basic premise behind conventional hydrological frequency analysis for hydrological design of water resources projects. Under changing environments, hydrological series in many rivers have been found to exhibit nonstationarity. As a result, the methods for conventional hy-drological frequency analysis based on stationarity assumption may be invalid. In recent years, the fre-quency analysis for nonstationary hydrological series has attracted much attention. In this paper, re-searches on nonstationary hydrological frequency analysis are briefly reviewed in terms of four aspects: 1) detection of the nonstationarity in univariate hydrological series; 2) mathematical description and physical attribution of the nonstationarity in univariate hydrological series; 3) definition and calculation of return period of univariate events under nonstationary conditions; and 4) nonstationary frequency analysis for multivariate hydrological series. Finally, some perspectives are presented for further de-velopment and improvement of the nonstationary hydrological frequency analysis.
%K 水文频率分析，单变量，非一致性，时变矩法，重现期，多变量，Copula函数<br>Hydrological Frequency Analysis
%K Univariate
%K Nonstationarity
%K Time-Varying Moments
%K Return Period
%K Multivariate
%K Copula
%U http://www.hanspub.org/journal/PaperInformation.aspx?PaperID=15840