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Study on a Stochastic Model of Birth-Death Process of Rain Cells and Rainfall Forecasting

Study on a Stochastic Model of Birth-Death Process of Rain Cells and Rainfall Forecasting
雨团生灭过程随机模型及降雨预报研究
批准号:
04650457
负责人:
SHIBA Michiharu
金额:
$1.28万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for General Scientific Research (C)
财政年份:
1992
资助国家:
日本
项目状态:
已结题
起止时间:
1992 至 1994

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中文摘要
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英文摘要
How to analyze and make a model for variation of meso-beta and meso-gamma rainfall area in time and space is important to study flood runoff phenomena in basin-scale. This study investigated the way for separating rain cells, cell clusters, and rain-bands, and tracking them and analyzed stochastic properties those elements.To analyze the variation properties in time of rain-bands, we got the data observed dy Okinawa Radar Rain gauge most of the observation area of which is over sea. The use of weather rader data is desirable for analtyzing the properties of rain cells, because we need to consider them in the scale of kilometers.We proposed "rainfall area growth curve analysis" and "tangential valley analysis" to analyze the hierarchy structure of rainfall fields. Rainfall area growth curves are considered around each local maximal points of rainfall intensity, with taking the difference between rainfall intensity at local maximal point and given rainfall intensity in the y axis and squ … More are roof of area where the rainfall intensity is greater than the given rainfall intensity in the x axis. The application of those method told us that the rainfall field can be modeled as the field in which rain cells ride on rain-bands. We separated using tangential valley analysis rain cells and rain-bands, and investigated the distribution of speed of movement and life time of rain cells.Because it has been known already that rain-bands of typhoon is on logarithmic spirals, we introduced curvilinear two-dimensional coordinates based on logarithmic apirals into rainfall fields and processed the data about rain cells on those curvilinear coodinates. The result of this analysis told us that rain areas in meso-beta scale move along spirals so that they go away off the eye. Within spirals, rain area in meso-beta scale move faster than the beginning and ending points of rain-bands and at ending points of rain-bands new inner rain areas are born and at beginning points of rain-bands inner rain areas die.Our analysis showed that life time and size of rain areas in meso-gamma scale follow exponential distribution and beta distribution, respectively. The analysis about correlation between meso-gamma scale rain area (Mg) and meso-beta scale rain area (Mb) showed us that 1) the number of Mg in Mb is constant in time, 2) the distribution of distance of Mg's in Mb folows exponential distribution, 3) the birth points of Mg's are uniform in Mb, and 4) the distance of birth points of Mg's from the eye follows exponential distribution. Less
期刊论文(18)
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会议论文
高棹 琢馬: "台風性降雨の確率予測に関する基礎的検討" 土木学会第49回年次学術講演会講演概要集. 82-83 (1994)
Takuma Takamasa:“台风引起的降雨概率预测的基础研究”日本土木工程学会第49届年会学术会议摘要82-83(1994)。
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高棹・椎葉・入江: "台風性降雨場の確率的予測に関する基礎的検討" 土木学会年次学術講演会概要集. 平成6年. 82-83 (1994)
Takasu、Shiiba 和 Irie:“台风降雨场概率预测的基础研究”日本土木工程师学会年度学术会议摘要 1994。82-83(1994)。
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入江・高棹・椎葉: "降雨場の階層構造の解析とそれを用いた予測モデルの開発" 土木学会関西支部年次学術講演会. 平成6年. II-16 (1994)
Irie、Takasu 和 Shiiba:“降雨场层次结构分析及利用它开发预测模型”日本土木工程学会关西分会学术会议 1994 年。II-16 (1994)。
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高棹・椎葉・渡辺・入江: "階層構造を考慮した降雨場の統計的解析" 土木学会年次学術講演会概要集. 平成4年. II-3 (1992)
Takasu、Shiiba、Watanabe 和 Irie:“考虑层次结构的降雨场统计分析”日本土木工程师学会年度学术会议摘要集 1992。II-3 (1992)。
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