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滑坡崩塌涌浪计算方法研究
引用本文:黄波林, 陈小婷, 殷跃平, 张衡. 2012: 滑坡崩塌涌浪计算方法研究. 工程地质学报, 20(6): 909-915.
作者姓名:黄波林  陈小婷  殷跃平  张衡
作者单位:1.中国地质大学武汉 武汉 430074;;2.武汉地质调查中心 武汉 430223;;3.中国地质环境监测院 北京 100081;;4.西南电力设计院 成都 610021
基金项目:国土资源部中国地质调查局灾害预警项目(1212011014027)
摘    要:基于地质灾害涌浪计算公式和局部水头损失理论,建立了地质灾害涌浪公式计算体系。该算法充分考虑了不同滑坡崩塌造成的涌浪效应、不同区域涌浪衰减的差异性和自然河道的沿程水头损失与局部水头损失问题; 大量采用地形参数进行计算,客观性强。以龚家方崩滑体产生涌浪为例进行了计算,其计算结果与实际调查值相关性非常高。结果显示:龚家方崩滑体产生最大涌浪高度为33.45m,急剧衰减区内平均100m下降4m、平缓衰减区内平均100m下降0.11m和在峡谷区向宽谷区传播时有扩大衰减效应的规律。

关 键 词:地质灾害涌浪  公式法  局部水头损失  传播  爬坡
收稿时间:2011-01-20
修稿时间:2012-04-12

COMPUTING SYSTEM FOR IMPULSE WAVE IN RESERVOIR GENERATED BY LANDSLIDE ROCKFALL
HUANG Bolin, CHEN Xiaoting, YIN Yueping, ZHANG Heng. 2012: COMPUTING SYSTEM FOR IMPULSE WAVE IN RESERVOIR GENERATED BY LANDSLIDE ROCKFALL. JOURNAL OF ENGINEERING GEOLOGY, 20(6): 909-915.
Authors:HUANG Bolin  CHEN Xiaoting  YIN Yueping  ZHANG Heng
Affiliation:1.China University of Geosciences, Wuhan 430074;;2.Wuhan Centre of China Geological Survey, Wuhan 430223;;3.China Institute for Geo-Environment Monitoring, Beijing 100081;;4.Southwest Electric Power Design Institute, Chengdu 610021
Abstract:This paper presents an impulsive wave formula calculating system. It is based on geohazard impulsive wave formula and local head loss theory. . It takes into account on varied impulsive effect generated by varied landslides, decaying difference on varied region, frictional head loss and local head loss. It adopts many topography parameters. So its result is strongly objective. This paper takes impulsive wave generated by Gongjiafang for example and analyzes the impulsive wave. The results are close to the results of field investigation. The biggest impulsive wave height is 33.15 m. It is concluded that in the rapidly decaying area, the impulse wave has an average decrease of 4 m in wave amplitude within the distance of 100 m. While in the mildly decaying area, that figure is change to 0.11 m. Also it is found that there is an amplified decaying effect when the wave propagates from gorge to strath.
Keywords:Geohazard impulsive wave  Formula method  Local head loss  Propagation  Run-up
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