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城市水系统可持续管理的需求分析 被引量:2
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作者 李树平 刘遂庆 +1 位作者 bernard chocat Sylvie Barraud 《中国给水排水》 CAS CSCD 北大核心 2009年第7期102-105,共4页
为解决城市水问题,需要在城市水系统的管理上采用可持续理念。首先根据控制回路原则建立了城市水系统的可持续管理模型;然后对城市水系统可持续管理的需求情况进行了分析,包括实现可持续发展的各种技术(常规水技术和其他可选技术)、数... 为解决城市水问题,需要在城市水系统的管理上采用可持续理念。首先根据控制回路原则建立了城市水系统的可持续管理模型;然后对城市水系统可持续管理的需求情况进行了分析,包括实现可持续发展的各种技术(常规水技术和其他可选技术)、数据收集和监视方法,以及可持续性评价方法;最后在前人研究的基础上讨论了一种城市水系统可持续性水平的分类方法。 展开更多
关键词 城市水系统 可持续管理 需求分析
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Uncertainty Analysis of Interpolation Methods in Rainfall Spatial Distribution–A Case of Small Catchment in Lyon 被引量:1
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作者 Tao TAO bernard chocat +1 位作者 Suiqing LIU Kunlun XIN 《Journal of Water Resource and Protection》 2009年第2期136-144,共9页
Quantification of spatial and temporal patterns of rainfall is an important step toward developing regional water sewage models, the intensity and spatial distribution of rainfall can affect the magnitude and duration... Quantification of spatial and temporal patterns of rainfall is an important step toward developing regional water sewage models, the intensity and spatial distribution of rainfall can affect the magnitude and duration of water sewage. However, this input is subject to uncertainty, mainly as a result of the interpolation method and stochastic error due to the random nature of rainfall. In this study, we analyze some rainfall series from 30 rain gauges located in the Great Lyon area, including annual, month, day and intensity of 6mins, aiming at improving the understanding of the major sources of variation and uncertainty in small scale rainfall in-terpolation in different input series. The main results show the model and the parameter of Kriging should be different for the different rainfall series, even if in the same research area. To the small region with high den-sity of rain gauges (15km2), the Kriging method superiority is not obvious, IDW and the spline interpolation result maybe can be better. The different methods will be suitable for the different research series, and it must be determined by the data series distribution. 展开更多
关键词 RAINFALL SPATIAL Distribution KRIGING INTERPOLATION
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