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松散边坡演化特征及其应用
引用本文:李仕雄,姚令侃,蒋良维.松散边坡演化特征及其应用[J].四川大学学报(工程科学版),2004,36(2):7-11.
作者姓名:李仕雄  姚令侃  蒋良维
作者单位:西南交通大学,道路与铁道工程系,四川,成都,610031
基金项目:国家自然科学基金资助顶目 (5 0 2 780 80 ),高等学校博士点专项基金资助顶目 (2 0 0 0 613 0 7)
摘    要:用单面坡沙堆作为松散边坡的简化模型,研究松散边坡的演化规律和复杂性。认为松散边坡自发地向临界状态演化,其演化特征表现为两种不同的动力学行为:对于颗粒均匀的松散边坡,其大规模的坍塌呈现准周期分布,而颗粒不均匀的松散边坡,坍塌的规模服从幂律分布,出现自组织临界性。据此提出,颗粒均匀的松散边坡,可以利用其平均周期和大规模坍塌的平均值进行预报,采用安全系数法进行防治工程设计;而对于颗粒不均匀的松散边坡,目前还难于进行预测预报,采用可靠性方法防治工程进行设计。

关 键 词:自组织临界性  临界状态  松散边坡  幂律分布  准周期分布
文章编号:1009-3087(2004)02-0007-05

Evolution Features and Application of Loose Slope
LI Shi-xiong,YAO Ling-kan,JIANG Liang-wei.Evolution Features and Application of Loose Slope[J].Journal of Sichuan University (Engineering Science Edition),2004,36(2):7-11.
Authors:LI Shi-xiong  YAO Ling-kan  JIANG Liang-wei
Abstract:A sand-pile with one slope is used as simplification pattern of a loose slope.The evolution feature and complexity of a loose slope is analyzed.It is thought that the loose slope itself evolves towards the critical state,and the evolution features present two kinds of different kinetics actions:for uniform-granule loose slope,its large scale avalanches obeying quasi-cycle distribution,for non-uniform-granule loose slope,its avalanches obeying power-law distribution,and arising self-organization criticality as well.It is proposed in view of the above observations that for uniform-granule loose slope,mean cycle and average of large scale avalanches may be utilized to forecast,and safety coefficient method may be adoped to protection design; for non-uniform-granule loose slope,it is difficult to forecast,and the reliability design method may be adoped to protection design.
Keywords:self-organization criticality  the critical state  the loose slope  power-law distribution  quasi-cycle distribution
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