梁庆国, 徐海清, 王生新. 2004: 分形统计模型理论在岩体变形参数估算中的应用. 工程地质学报, 12(S1): 487-490.
    引用本文: 梁庆国, 徐海清, 王生新. 2004: 分形统计模型理论在岩体变形参数估算中的应用. 工程地质学报, 12(S1): 487-490.
    LIANG Qingguo, XU Haiqing, WANG Shengxin. 2004: THE THEORY OF FRACTAL STATISTICAL MODEL AND ITS APPLICATION IN DISTORTION PARAMETER APPRAISAL OF THE ROCKMASS. JOURNAL OF ENGINEERING GEOLOGY, 12(S1): 487-490.
    Citation: LIANG Qingguo, XU Haiqing, WANG Shengxin. 2004: THE THEORY OF FRACTAL STATISTICAL MODEL AND ITS APPLICATION IN DISTORTION PARAMETER APPRAISAL OF THE ROCKMASS. JOURNAL OF ENGINEERING GEOLOGY, 12(S1): 487-490.

    分形统计模型理论在岩体变形参数估算中的应用

    THE THEORY OF FRACTAL STATISTICAL MODEL AND ITS APPLICATION IN DISTORTION PARAMETER APPRAISAL OF THE ROCKMASS

    • 摘要: 在工程地质研究领域中,对研究域内岩体变形参数的确定一直都是热点课题,许多工程建筑项目设计的失败都缘于岩体参数估算的过大偏差。本文采用分形统计模型理论对岩体变形参数估算做了有益的探讨,并应用于工程实践,取得了较好的社会经济效益。

       

      Abstract: The distortion parameter appraisal about researching region has been a hot study problem all long in engineering geology fields. Many project design defaults are due to the departure about the distortion parameter appraisal from the practice. The fractal statistical model was used to estimate the distortion parameter of the rockmass and it was applied in engineering practice. Great economic benefit and societal benefit were attained as well.

       

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