地形起伏度与滑坡发育的相关性——以丽水市滑坡为例

伍剑波, 孙强, 张泰丽, 朱延辉, 韩帅, 赵阳. 2022. 地形起伏度与滑坡发育的相关性——以丽水市滑坡为例. 华东地质, 43(2): 235-244. doi: 10.16788/j.hddz.32-1865/P.2022.02.011
引用本文: 伍剑波, 孙强, 张泰丽, 朱延辉, 韩帅, 赵阳. 2022. 地形起伏度与滑坡发育的相关性——以丽水市滑坡为例. 华东地质, 43(2): 235-244. doi: 10.16788/j.hddz.32-1865/P.2022.02.011
WU Jianbo, SUN Qiang, ZHANG Taili, ZHU Yanhui, HAN Shuai, ZHAO Yang. 2022. Research for the correlation between relief amplitude and landslides:a case study of Lishui City. East China Geology, 43(2): 235-244. doi: 10.16788/j.hddz.32-1865/P.2022.02.011
Citation: WU Jianbo, SUN Qiang, ZHANG Taili, ZHU Yanhui, HAN Shuai, ZHAO Yang. 2022. Research for the correlation between relief amplitude and landslides:a case study of Lishui City. East China Geology, 43(2): 235-244. doi: 10.16788/j.hddz.32-1865/P.2022.02.011

地形起伏度与滑坡发育的相关性——以丽水市滑坡为例

  • 基金项目:

    中国地质调查局"浙江丽水地区灾害地质调查(编号:DD20190648)"项目资助。

详细信息
    作者简介: 伍剑波,1987年生,男,高级工程师,硕士,主要从事地质灾害调查评价工作。Email:jianbowu0724@163.com。
  • 中图分类号: P642.22

Research for the correlation between relief amplitude and landslides:a case study of Lishui City

  • 丽水市位于浙西南山区,地形地貌复杂,地势起伏变化大,滑坡灾害发育。以5 m分辨率的DEM为数据源,基于GIS平台的邻域统计分析工具,依次分析了2×2、3×3、4×4、…50×50共49个矩形窗口,发现平均地形起伏度与窗口大小存在显著的正相关,运用均值变点分析法计算出地形起伏度最佳统计单元大小为8 100 m2(窗格18×18)。地形起伏度等间距分成9级,采用信息量法、确定性系数法研究分析了丽水市发育的滑坡灾害与地形起伏度之间的相关性。研究表明,滑坡发育与地形起伏度密切相关,丽水地区小起伏度更利于滑坡灾害发育,滑坡易发地形起伏度为15~60 m,滑坡最易发区间为15~30 m。
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  • [1]

    YIN J H, CHEN J, XU X W, et al.The characteristics of the landslides triggered by the Wenchuan Ms 8.0 earthquake from Anxian to Beichuan[J].Journal of Asian Earth Sciences,2010,37(5/6):452-459.

    [2]

    A·И·斯皮里顿诺夫.地貌制图学[M].北京:地质出版社,1956.A.И.Cлиpидoнoв.Geomorphological Cartography[M]. Beijing:Geological Publishing House, 1956.

    [3]

    杨雪婷,苏维词.云南省县域地形起伏度与人口分布的耦合关系研究[J].重庆师范大学学报(自然科学版),2016,33(1):123-129.

    YANG X T,SU W C. Research of the coupling relationship for topographical relief degree and population distribution in county scale,Kunming Province[J].Journal of Chongqing Normal University (Natural Science), 2016, 33(1):123-129.

    [4]

    王志恒,胡卓玮,赵文吉,等.应用累积和分析算法的地形起伏度最佳统计单元确定[J].测绘科学, 2014, 39(6):59-64.

    WANG Z H, HU Z W, ZHAO W J, et al. Extracting optimum statistical unit for relief degree of land surface with CUSUM algorithm[J]. Science of Surveying and Mapping, 2014, 39(6):59-64.

    [5]

    周启明,刘学军.数字地形分析[M].北京:科学出版社,2008.

    ZHOU Q M, LIU X J. Digital terrain model[M].Beijing:Science Press,2008.

    [6]

    DAHAL R K, HASEGAWA S, NONOMURA A, et al.GIS-based weights-of-evidence modelling of rainfall-induced landslides in small catchments for landslide susceptibility mapping[J].Environmental Geology, 2008, 54(2):311-324.

    [7]

    DAHAL R K.Regional-scale landslide activity and landslide susceptibility zonation in the Nepal Hima-laya[J].Environmental Earth Sciences,2014, 71(12):5145-5164.

    [8]

    闫满存,王光谦.基于GIS的澜沧江下游区滑坡灾害危险性分析[J].地理科学,2007,27(3):365-370.

    YAN M C, WANG G Q. Landslide risk assessment in the lower Lancang river watershed using GIS app-roach[J]. Scientia Geographica Sinica, 2007, 27(3):365-370.

    [9]

    郭芳芳,杨农,孟晖,等.地形起伏度和坡度在区域滑坡灾害评价中的应用[J].中国地质,2008,35(1):131-143.

    GUO F F, YANG N, MENG H, et al. Application of the relief amplitude and slope analysis to regional landslide hazard assessments[J].Geology in China,2008, 35(1):131-143.

    [10]

    毕晓玲,李小娟,胡卓玮,等.地形起伏度提取及其在区域滑坡灾害评价中的应用——以四川省为例[J].安徽农业科学,2011,39(4):2413-2416,2441.

    BI X L, LI X J, HU Z W, et al. The extraction of relief amplitude and its application in the regional landslide hazard assessment[J]. Journal of Anhui Agricultural Sciences, 2011,39(4):2413-2416,2441.

    [11]

    黄发明,汪洋,董志良,等.于灰色关联度模型的区域滑坡敏感性评价[J].地球科学,2019,44(2):664-676.

    HUANG F M, WANG Y, DONG Z L, et al. Regional landslide susceptibility mapping based on grey relational ddegree model[J]. Earth Science, 2019,44(2):664-676.

    [12]

    孙强,张泰丽,伍剑波,等.基于GIS与层次分析法的龙溪流域滑坡风险评价[J].华东地质,2018,39(3):227-233.

    SUN Q, ZHANG T L, WU J B, et al. Landslide risk assessment of the Longxi river basin based on GIS and AHP[J]. East China Geology, 2018,39(3):227-233.

    [13]

    王赫生,伍剑波,张泰丽,等.基于SHALSTAB模型的地质灾害易发性动态评价[J].华东地质, 2020, 41(1):88-95.

    WANG H S, WU J B, ZHANG T L, et al. Dynamic assesment of geohazard susceptibility based on the SHALSTAB model[J]. East China Geology, 2020, 41(1):88-95.

    [14]

    王佳佳,殷坤龙,肖莉丽.基于GIS和信息量的滑坡灾害易发性评价——以三峡库区万州区为例[J].岩石力学与工程学报, 2014, 33(4):797-808.

    WANG J J, YIN K L, XIAO L L. Landslide susceptibility assessment based on GIS and weighted information value:a case study of Wanzhou district, three gorges reservoir[J]. Chinese Journal of Rock Mechanics and Engineering, 2014, 33(4):797-808.

    [15]

    樊芷吟,苟晓峰,秦明月,等.基于信息量模型与Logistic回归模型耦合的地质灾害易发性评价[J].工程地质学报, 2018, 26(2):340-347.

    FAN Z Y, GOU X F, QIN M Y, et al. Information and logistic regression models based coupling analysis for susceptibility of geological hazards[J]. Journal of Engineering Geology, 2018, 26(2):340-347.

    [16]

    张峰,赵忠国,谢大伟,等.基于确定系数法和信息量模型对新疆特克斯县滑坡敏感性评价的对比研究[J].新疆地质,2019,37(4):575-579.

    ZHANG F, ZHAO Z G, XIE D W. Comparative study on landslide sensitivity assessment in Turks county of Xinjiang based on determined coefficient method and information quantity model[J]. Xinjiang Geology, 2019, 37(4):575-579.

    [17]

    TOMISLAV H, HANNES I, RCUTER. Geomorphometry concepts, software, applications[M]. Amsterdam:Elservier, 2009.

    [18]

    刘育成,赵廷宁.基于均值变点分析法提取废弃采石场地形起伏度的方法[J].水土保持研究, 2016, 23(3):269-273.

    LIU Y C, ZHAO T N. Method for extraction of relief amplitude of abandoned quarry based on change point method[J]. Research of Soil and Water Conservation, 2016, 23(3):269-273.

    [19]

    王帅,王深法,俞建强.构造活动与地质灾害的相关性——浙西南山地滑坡、崩塌、泥石流的分布规律[J].山地学报,2002,20(1):47-52.

    WANG S, WANG S F, YU J Q. A study on the relationships between neotectonism and geological hazards——the distributing regulations of landslide, falling and dedris flow in the south-west of Zhejiang Province[J]. Journal of Mountain Research,2002,20(1):47-52.

    [20]

    俞建强,王深法,王帅.浙江突发性山地灾害与区域地质构造的相关性研究[J].浙江大学学报(农业与生命科学版),2001,(6):606-610.

    YU J Q, WANG S F, WANG S. Study on spatial distribution regularity for sudden occurrence of water and soil hazards in mountain area[J]. Journal of Zhejiang Agricultural University (Agriculture and Life Science), 2001,(6):606-610.

    [21]

    王恒希,王燕,李利平.以丽水市为例探究地质灾害与地震的关联性[J].科技创新与应用,2019,(12):49-51.

    WANG H X, WANG Y, LI L P. Exploring the correlation between geological hazards and earthquakes in Lishui City as an example[J]. Technology Innovation and Application, 2019,(12):49-51.

    [22]

    王让虎,张树文,蒲罗曼,等.基于ASTERGDEM和均值变点分析的中国东北地形起伏度研究[J].干旱区资源与环境,2016,30(6):49-54.

    WANG R H, ZHANG S W, PU L M, et al. Analysis on the relief amplitude in northeast China based on ASTER GDEM and mean change point method[J]. Journal of Arid Land Resources and Environment, 2016,30(6):49-54.

    [23]

    宿星,魏万鸿,郭万钦,等.基于SRTMDEM的地形起伏度对天水市黄土滑坡的影响分析[J].冰川冻土,2017,39(3):616-622.

    SU X, WEI W H, GUO W Q, et al. Analyzing the impact of relief amplitude to loess landslides based on SRTM DEM in Tianshui Prefecture[J]. Journal of Glaciology and Geocryology, 2017,39(3):616-622.

    [24]

    陈学兄,常庆瑞,毕如田,等.地形起伏度最佳统计单元算法的比较研究[J].水土保持研究,2018,25(1):52-56.

    CHEN X X, CHANG Q R, BI R T, et al. Comparison study on the best statistical unit algorithms of relief amplitude[J]. Research of Soil and Water Conservation, 2018,25(1):52-56.

    [25]

    张伟,李爱农.基于DEM的中国地形起伏度适宜计算尺度研究[J].地理与地理信息科学,2012,28(4):8-12.

    ZHANG W, LI A N. Study on the optimal scale for calculating the relief amplitude in China based on DEM[J]. Geography and Geo-Information Science,2012,28(4):8-12.

    [26]

    钟静,卢涛.中国西南地区地形起伏度的最佳分析尺度确定[J].水土保持通报,2018,38(1):175-181,186.

    ZHONG J, LU T. Optimal statistical unit for relief amplitude in southwestern China[J]. Bulletin of Soil and Water Conservation, 2018,38(1):175-181,186.

    [27]

    张学儒,官冬杰,牟凤云,等.基于ASTERGDEM数据的青藏高原东部山区地形起伏度分析[J].地理与地理信息科学,2012,28(3):11-14.

    ZHANG X R, GUAN D J, MOU F Y, et al. Analysis on the relief amplitude based on ASTER GDEM data in mountain area of eastern Tibetan plateau[J]. Geography and Geo-Information Science, 2012,28(3):11-14.

    [28]

    SHORTLIFFE E H, BUCHANAN B G.A model of inexact reasoning in medicine[J]. Mathematical Biosciences, 1975, 23:351-379.

    [29]

    HECKERMAN D. Probabilistic interpretation for MYCIN's certainty factors[C]//Proceedings UAI,1985.

    [30]

    田春山,刘希林,汪佳.基于CF和Logistic回归模型的广东省地质灾害易发性评价[J].水文地质工程地质, 2016,43(6):154-161.

    TIAN C S, LIU X L, WANG J. Geohazard susceptibility assessment based on CF model and Logistic Regression models in Guangdong. Hydrogeology and Engineering Geology, 2016,43(6):154-161.

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出版历程
收稿日期:  2021-01-13
修回日期:  2021-04-10

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