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冲积河湾裁弯形式与几何临界形态

李志威 王兆印 李文哲

四川大学学报:工程科学版2012,Vol.44Issue(1):82-87,6.
四川大学学报:工程科学版2012,Vol.44Issue(1):82-87,6.

冲积河湾裁弯形式与几何临界形态

Types and Geometrical Critical Form of Cutoffs in Meandering Rivers

李志威 1王兆印 1李文哲1

作者信息

  • 1. 清华大学水沙科学与水利水电工程国家重点实验室,北京100084
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摘要

Abstract

Natural cutoff is a sudden occurrence of meandering rivers evolvement,not only a terminal point of one meander dying out but also an origin of a new meander growth.Nevertheless,the law of types and geometrical critical form of cutoffs is not completely discovered.A large number of satellite images occurring to cutoff were unscrambled and analyzed.Based on the form and dynamics condition of cutoffs,types of natural cutoffs were classified as erosion ditch type,bank collapsing type and die cutting type.Form statistics of river bends indicated that the specific value of neck width and average river width from high to low follows as erosion ditch type,die cutting type and bank collapsing type,whereas the curvature following as bank collapsing type,die cutting type and erosion ditch type.By defining form parameters of river bend,parameters of 16 natural cutoffs images were measured.To the river bend happening to cutoffs,the curvature of channel central line was defined to limit curvature,which was regarded as a parameter of geometrical critical form.Generally,limit curvature of natural cutoffs was far lower than theoretical maximal curvature.Different types of cutoffs were correspondent with different limit curvatures.The critical form parameter of theoretical cutoff of sine-generated curve was the maximum angular amplitude of 121 degree.

关键词

冲积河湾/裁弯形式/临界形态/弯曲率/正弦派生曲线/Kinoshita派生曲线

Key words

meandering river/cutoffs/critical form/curvature/sine-generated curve/Kinoshita-generated curve

分类

建筑与水利

引用本文复制引用

李志威,王兆印,李文哲..冲积河湾裁弯形式与几何临界形态[J].四川大学学报:工程科学版,2012,44(1):82-87,6.

基金项目

清华大学自主科研计划资助项目 ()

国家国际科技合作计划资助项目 ()

四川大学学报:工程科学版

OA北大核心CSCDCSTPCD

2096-3246

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