模糊数学在滑坡治理工程后评价中的应用  

Application of Fuzzy Mathematics in Post-evaluation of Landslide Treatment Project

作　　者：邱慧玲 龙文华 卿展晖 QIU Huiling;LONG Wenhua;QING Zhanhui(Guangdong Geological Environment Monitoring Station,Guangzhou 510510,China)

机构地区：[1]广东省地质环境监测总站,广州510510

出　　处：《华南地震》2023年第4期75-79,共5页South China Journal of Seismology

基　　金：广东省自然资源厅科研专项“广东省重大地质灾害治理工程后评价体系研究”(GDGTKJ2016004)。

摘　　要：在分析滑坡治理工程效果影响因子的基础上,利用模糊数学近似推理和最大隶属度原则对滑坡治理工程进行后评价,评价结果与实际治理效果相符,可为政府及决策管理部门管理地质灾害防治工作提供参考,对地质灾害治理效果评估具有重要的现实意义。On the basis of analyzing the influencing factors of landslide treatment project,the post-evaluation of landslide treatment project is carried out by using fuzzy mathematics approximate reasoning and maximum membership principle.The evaluation results are consistent with the actual treatment effect,which can provide reference for the government and decision-making management departments to manage geological disaster prevention and control work,and has important practical significance to evaluate the effect of geological disaster treatment.

关 键 词：滑坡 地质灾害治理 后评价 模糊数学 

分 类 号：P694[天文地球—地质学]