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Analysis of Design Rainstorm Hydrograph Based on Asymmetrical Extreme Value Copula
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作者 Zishen CHEN Lingling ZHAO Xing YANG 《Meteorological and Environmental Research》 CAS 2020年第3期38-43,共6页
In this paper,the maximum 1-hour rainfall( rain peak),the maximum 6-hour rainfall and the maximum 24-hour rainfall in the Caojiang River basin from 1967 to 2013 were taken as samples. The typical typhoon rainstorm hyd... In this paper,the maximum 1-hour rainfall( rain peak),the maximum 6-hour rainfall and the maximum 24-hour rainfall in the Caojiang River basin from 1967 to 2013 were taken as samples. The typical typhoon rainstorm hydrograph of joint distribution of rainfall in three periods was constructed based on the asymmetric Archimedean Gumbel-Hougaard extreme value Copula. The main conclusions were as follows:( 1) the design rainstorm value in the Caojiang River basin calculated by using the joint distribution of rainfall in three periods was larger than the design rainstorm value of the joint distribution in two periods and that of a single period. The design rainstorm process hydrograph amplified at the same frequency had the optimal overall effect,which provided a new idea and method for studying the design rainfall patterns.( 2) According to the maximum 24-hour rainfall,the risk rate of the multi-peak rainstorm process that the main peak was in the back was the highest,and the constructed typical design rainstorm process hydrograph was the most representative.( 3) " OR" joint return period of rainfall combination in three periods as the design criteria of a watershed was applicable to responding to the risk of rainfall and flood in this watershed. 展开更多
关键词 Asymmetrical extreme value Copula Design rainstorm hydrograph "or"return period Rainfall patterns
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低品位硫矿石利用扩建项目增量内部收益率问题及分析
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作者 王祥林 金胜 《金属矿山》 CAS 北大核心 2014年第8期57-60,共4页
某矿山低品位硫矿石利用扩建项目经济评价,根据"有项目""无项目"评价体系,采用增量内部收益率和增量项目净现值指标进行评价分析,通过计算2个指标的评价结论截然相反。分析发现矿山作为资源项目具有不可再生性和耗... 某矿山低品位硫矿石利用扩建项目经济评价,根据"有项目""无项目"评价体系,采用增量内部收益率和增量项目净现值指标进行评价分析,通过计算2个指标的评价结论截然相反。分析发现矿山作为资源项目具有不可再生性和耗竭性,可采资源是恒定的,导致"有项目""无项目"时计算期不同,出现多个内部收益率,指标无参考意义。通过对项目效益和费用进行统计分析,对矿山原有的剥离、建筑构筑物、总图等工程根据一定的比例按利旧处理,与新增投资一起计入投资费用,按新建项目体系进行经济评价,认为是一种比较好的处理方式,满足评价体系要求。 展开更多
关键词 低品位硫矿石 扩建项目 计算期 内部收益率 分析
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Research on Flood Control Design Based on Joint Distribution of Flood Levels and Flood Peak Discharges
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作者 Zishen CHEN Qiang HUANG Chunqiong HUANG 《Meteorological and Environmental Research》 CAS 2020年第6期73-77,共5页
The return level of the joint distribution of flood levels and flood peak discharges was analyzed by Archimedean Gumbel-Hougaard copula and Kendall distribution functions.Using the annual maximum level(H)and discharge... The return level of the joint distribution of flood levels and flood peak discharges was analyzed by Archimedean Gumbel-Hougaard copula and Kendall distribution functions.Using the annual maximum level(H)and discharge(Q)of flood peak at Boluo Hydrologic Station in the Dongjiang River in last 56 years,the"OR"return period,"AND"return period and Kendall return period of their joint distribution and the most likely design flood value were calculated.The main conclusions of this study can be summarized as follows:the Kendall return period can more accurately reflect the risk rate of the combination of flood elements,relative to"OR"return period and"AND"return period.The design value of univariate flood element based on the current specification can meet the design standard.While the design value calculated according to"OR"return period was on the high side,and the design value calculated by the"AND"return period was on low side.Based on the principle of maximum probability,the calculated design value of Kendall return period under the different combinations of flood peak discharge and water level can provide new options for flood control project safety and risk management. 展开更多
关键词 Flood risk assessment "or"return period "AND"return period Kendall return period Design flood return level
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