共查询到19条相似文献，搜索用时 187 毫秒
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能够客观反映城市降雨特征与规律的暴雨强度公式是城市排水防涝基础设施建设、海绵城市建设过程中相关工程规划、设计的重要前提。简述了暴雨强度公式推求的过程,从暴雨强度公式型式、暴雨资料选样方法、频率曲线选择、频率曲线参数估计以及暴雨强度公式的参数求解等方面,系统梳理了国内外发展现状,深入分析、归纳了各种方法的优缺点,对暴雨强度公式编制过程中存在的两步最优与直接拟合、公式拟合的"异参同效"、公式及参数合理性分析以及编制长历时暴雨强度公式等问题进行深入剖析,认为暴雨强度公式还需在全要素误差分析、成果合理性检验、降雨空间分布、气候变化对城市未来降雨的影响等方面进行深入研究。 相似文献
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城市暴雨强度公式的准确性直接影响着城市排水管网的规范设计.合肥市原有暴雨强度公式亟需重新修订。对合肥市董铺站1965~2012年共48年的全部暴雨资料进行分析,用年最大值法取样,采用皮尔逊-Ⅲ型分布,指数分布和耿贝尔分布曲线进行拟合,对频率分析后的数据分别采用了麦夸尔特法,高斯-牛顿法,遗传算法,拟牛顿法,模拟退火法,粒子群算法共6种优化算法进行公式参数推求,最终确定以指数分布配合麦夸尔特法确定的公式精度最好,公式精度大大优于合肥市原有的暴雨强度公式,所推求出的暴雨强度公式可用于洪水灾害的危险性分析、城市给水排水设计等供水灾害管理中,对合肥市的防涝、排涝、排水设施规划和工程设计具有重大意义。 相似文献
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推理公式法是计算无资料小流域设计洪水的一种方法。广泛采用的暴雨概化公式为a=s/t~n;H_t=st~(1-n)式中:t——降雨历时,小时;a——历时t内的设计暴雨平均强度,毫米/小时;s——设计雨力,即设计最大1小时的暴雨平均强度,毫米/小时;H_t——历时t内的设计暴雨量,毫米;n——暴雨强度衰减指数。 相似文献
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利用西宁市1954-2017年降水分钟数据建立暴雨统计样本,采用年最大值法推算暴雨强度公式并推求西宁市短历时暴雨雨型。结果表明：西宁市短历时暴雨雨型单峰特征比较明显,单峰峰值出现在前1/3。历时120 min芝加哥设计雨型综合雨峰位置系数0.27,雨峰位置在35 min左右,峰值前（后）雨强迅速增加（减小）,最大1 h降水量为13.14 mm,降水主要集中在20～80 min。各历时的瞬时雨强变化趋势以及分布型基本一致,雨强随着重现期的增大而增大。累计降雨雨峰前（后）增长斜率升（降）最大。西宁市暴雨分布呈现局地性强,空间差异明显特征,芝加哥设计雨型结果对城西和城北区代表性较好,城中和城东区可参考使用。 相似文献
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滨海城市河流常常遭受暴雨和潮汐顶托双重影响导致洪涝灾害,需要重视雨潮遭遇联合分布模拟与设计。以深圳市西乡河为例,采用年最大值法（AM）和超定量序列法（POT）两种选样方法,基于Copula方法模拟24 h暴雨遭遇日高潮位的联合分布特征,对比雨潮遭遇传统重现期和二次重现期差异,根据同频法和权函数法反推计算雨潮设计组合值。结果表明:雨潮边缘分布最优模型均为广义正态分布（GNO）,不同选样方法雨量分布模型参数差异明显。雨潮之间呈现较弱的正相依性,Archimedean Copulas均能较好地模拟雨潮遭遇联合分布特征,最优模型为Gumbel-Hougaard Copula。同频法反推雨潮设计组合值,二次重现期雨量和潮位均大于传统联合重现期,POT选样的潮位大于AM。权函数法选出的雨潮设计组合值,偏重于较高的潮位,雨量设计值较小。当明确了选样方法、联合分布模型和重现期类型,给定联合重现期的雨潮设计组合值是个此消彼长的过程,若选择较大的雨量设计值,则潮位值变小,反之亦然。从防洪潮设计安全角度考虑,POT选样方法及二次重现期设计更为安全。 相似文献
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雨带提前进入长江流域并提早撤回、降水异常增多是1849年该地区发生严重洪涝的直接天气原因.本文利用洪涝档案史等资料复原了该年主要的降雨过程和雨带推移过程、长江流域夏季的雨区和降雨强度的时空变化以及洪涝灾害的空间分布.结果表明:1)该年我国东部地区至少有6次主要降雨过程,20次暴雨过程.其中长江流域至少有3个主要连续降雨时段,13次暴雨过程.雨带5月18日～5月30日推进到长江下游地区,8月下旬撤回;2)长江流域夏季雨区主要沿江河分布,整体上有从江南向江北,从下游向中上游逐渐扩展的趋势,同时降雨强度逐渐增大,暴雨区域扩大;3)该年洪涝灾害集中分布在长江中下游沿岸,长江沿岸11个省(市)中有279个县(市)发生洪涝,占当年全部洪涝灾害县(市)的71％,降水异常偏多是发生洪涝的直接原因. 相似文献
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With accelerating urbanization in China, urban waterlogging has had a serious impact on urban sustainable development and citizen welfare. Simple urban rainstorm intensity formulas with a monotonous frequency distribution type cannot meet the practical needs of urban drainage planning and design. This study focuses on the development of urban rainstorm intensity formulas based on spatial diversity in China. Using the annual maximum sampling method, rainstorm data of 607 cities throughout China were collected into a database, with a total of 24,933 rainfall samples (annual observations) under various specified precipitation durations. The database was used to verify that integrating the Pearson III and Gumbel distributions would constitute an optimal theoretical distribution type, owing to its small error and increased fitting precision. Modification and coordination of four important parameters in the rainstorm intensity formula were done using a digital elevation model, which improved the accuracy of the formula. In addition, precipitation distributions in China were treated from the perspective of topographic features to validate the calculations from up-to-date formulas. Accuracy assessment was accomplished using a national code (GB-50014-2006), GIS-based isograms, and authoritative results from the Hydrological Bureau of the Ministry of Water Resources. This work provides a comprehensive foundation for the establishment of an up-to-date rainstorm intensity formula for China, which can be used widely in different cities. 相似文献
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编制适用于不同历时的综合暴雨公式是协调城市管网排水与区域防洪治涝的重要基础。选用上海市代表雨量站徐家汇站65 a实测雨量资料,建立不同重现期暴雨强度与历时关系,解析暴雨衰减规律,编制单一重现期暴雨公式,结合雨力公式推求适用不同重现期的长历时综合暴雨公式,并推导出暴雨重现期公式。结果表明:不同重现期1~24 h历时暴雨强度均以0.74的衰减指数衰减,据此推求的长历时综合暴雨公式可计算1~24 h任意历时、2~100 a任意重现期的设计暴雨,且平均相对和平均绝对均方根误差分别为1.9%和0.009 mm/min,符合规范要求;暴雨重现期公式可估算1~24 h历时内任意场次暴雨的重现期,高效地服务于城市洪涝防治决策。成果已纳入上海市治涝地方标准,对其他城市具有参考价值。 相似文献
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An evaluation of the impacts of land surface modification, storm sewer development, and rainfall variation on waterlogging risk in Shanghai 总被引：5，自引：3，他引：2
Despite continuing efforts to upgrade the urban storm sewer system since the late 1950s, the City of Shanghai is still vulnerable to persistent rainstorm waterlogging due to excess surface runoff and sewer surcharge, which frequently cause significant damage to buildings and disruption to traffic. Rapid urbanization and associated land cover changes are the major factors contributing to waterlogging. However, it is unclear to what extent changes in rainfall variability over the past few decades are also involved. This paper investigates the combined impacts of land use and land cover change, storm sewer development, and long-term variations in precipitation. Evidence of persistent waterlogging is presented first. We then give an account of land surface modifications during the process of urbanization and the development of the city??s urban storm sewer system. Statistical analysis suggests that the increase in runoff coefficient due to conversion of lands from agricultural to industrial, commercial, and residential uses is a major factor driving greater waterlogging risk. In particular, historical analysis of aerial photographs reveals the rate and extent of modification to river networks in the past few decades. The natural drainage network has shrunk by 270?km, significantly reducing the city??s capacity to transport excess surface flow. In line with other studies, we find no significant overall trends in annual rainfall totals (at Baoshan and Xujiahui). However, seasonal and monthly rainfall intensities have increased. At the daily scale, we find that compared to pre-1980s: (i) there has been an increase in the number of wet days with precipitation exceeding 25?mm (Heavy Rainfall) and decrease in those below 25?mm and (ii) the number of consecutive wet days with precipitation maximum and average exceeding the threshold known to cause waterlogging shows an increasing trend. Since rainfall intensity is expected to increase under climate change, this could further compound the impacts of land use changes and place even greater pressure on the existing storm sewer system. 相似文献
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四参数非线性多重现期暴雨公式在城市排水规划设计中有着广泛的应用。搜索算法与最小二乘法是优化计算的两个简单有效的方法,不过单独直接用于求解四参数非线性多重现期暴雨公式的参数比较困难。提出耦合最小二乘法及搜索算法确定多重现期暴雨公式参数的二次优化算法,该方法可以一次得到多重现期暴雨强度公式的参数,参数优化过程不需要图解。研究表明,计算结果比较客观;成果精度高,例题的平均绝对均方差为0.035mm/min。与遗传算法、蚁群算法等比较,该方法计算原理容易理解,计算简便,可以用Excel进行参数优化计算。 相似文献
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Strong wind and rainfall induced by extreme meteorological processes such as typhoons have a serious impact on the safety of bridges and offshore engineering structures. A new bivariate compound extreme value distribution is proposed to describe the probability dependency structure of annual extreme wind speed and concomitant process maximum rainfall intensity in typhoon-affected area. This probability model takes full account of the case that there may be no rainfall in a typhoon process. A case study based on the observation data of typhoon maximum wind speed and maximum rainfall intensity in Shanghai is conducted to testify the efficiency of the model. Weibull distributions with two parameters are applied to fit respective probability margins, and the joint probability distribution is constructed by Gumbel–Hougaard copula. The fitting results and K–S tests show that these models describe the original data well. The joint return periods are calculated by Poisson bivariate compound extreme value distribution we have proposed. They indicate that typhoons with no rain have smaller joint return periods, and wind speed is the main factor which impacts the change of the joint return periods. 相似文献
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以北京市大红门排水片为例,构建基于SWMM(Storm Water Management Model)的城市雨洪模型,并基于GLUE方法(Generalized Likelihood Uncertainty Estimation)对模型参数的不确定性进行了分析。结果表明,所建城市雨洪模型能够较好的模拟区域的雨洪过程。在模型参数中,管道曼宁系数、不透水区洼蓄量以及河道曼宁系数的不确定性对模型结果的影响较为显著。GLUE方法能够在分析模型结果不确定性的同时给出敏感性参数,为城市雨洪模型的参数率定和进一步研制提供了有效工具。 相似文献
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介绍了基于水文气象途径的地区线性矩法的概念,通过基于次序统计量的线性矩进行参数估计与基于水文气象一致区的地区分析法相结合,以太湖流域1d时段的年极值降雨资料为例,进行暴雨频率分析。应用水文气象一致区的判别准则,将太湖流域划分为8个水文气象一致区;综合考虑三种拟合优度检测方法,选择1~8区的最优分布线型分别为:GEV、GLO、GEV、GEV、GNO、GNO、GEV、GNO;根据地区分析法原理,估算各雨量站的暴雨频率设计值。分析表明:太湖流域各重现期下的年极值降雨空间分布形态基本一致,西南山区是太湖流域的暴雨高风险区,应该在地区防洪规划中引起重视。结果表明:地区线性矩法具有很高的学术和实用价值,建议在全国范围内推广,作为防洪规划的顶层设计和基础工作,以满足工程防洪设计、地区防洪规划、山洪预警和城市防涝防洪规划等方面的需求。 相似文献
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考虑降雨时空变化的单位线研究 总被引：1，自引：0，他引：1
流域降雨的时空变异性和地形地貌特征，以及不确定性因素对单位线的影响始终是流域汇流计算方法研究的难点问题。本文分析了传统的根据降雨时空分布不均匀性对单位线进行分类的方法及其缺点，推导了考虑暴雨重心位置和降雨强度的影响的S曲线法，给出了新的S曲线方程，建立了S曲线参数与暴雨重心位置和降雨强度的关系，采用该方法可求得任一暴雨重心位置及任一降雨强度下的时段单位线。该方法具有谢尔曼经验单位线简便实用的特点，又具有考虑降雨时空变异性的优点，在沮河流域洪水预报模型中的应用表明该方法是可行的。 相似文献