梅 岭, 梅国雄, 宰金珉. K0≠1时地基弹塑性承载力的数值分析[J]. 工程力学, 2009, 26(9): 112-116.
引用本文: 梅 岭, 梅国雄, 宰金珉. K0≠1时地基弹塑性承载力的数值分析[J]. 工程力学, 2009, 26(9): 112-116.
MEI Ling, MEI Guo-xiong, ZAI Jin-min. NUMERICAL ANALYSIS OF BEARING CAPACITY OF SUBSOIL WITH K0≠1[J]. Engineering Mechanics, 2009, 26(9): 112-116.
Citation: MEI Ling, MEI Guo-xiong, ZAI Jin-min. NUMERICAL ANALYSIS OF BEARING CAPACITY OF SUBSOIL WITH K0≠1[J]. Engineering Mechanics, 2009, 26(9): 112-116.

K0≠1时地基弹塑性承载力的数值分析

NUMERICAL ANALYSIS OF BEARING CAPACITY OF SUBSOIL WITH K0≠1

  • 摘要: 利用MATLAB语言编制程序求解地基弹塑性承载力pcr、 ,在求解过程中考虑 ≠1。该方法改正了传统地基弹塑性承载力公式推导过程中 =1这一不符实际的假定,也改正了一些学者在 ≠1时推导地基弹塑性承载力公式过程中的缺陷,并弥补了一些公式使用的局限性,得到的地基弹塑性承载力数值解更符合工程实际。给出了土体抗剪强度参数c、 在不同的 下对地基临界荷载 的影响,并讨论了 与 =1时分别得到的地基临界荷载 之间的差别。

     

    Abstract: The numerical answers of critical edge pressure of subsoil and critical load are calculated by using MATLAB program. Coefficient of earth pressure at rest is not made to be 1 in the program. This numerical method corrects the unreasonable hypothesis of =1 when proposing traditional formulas of subsoil bearing capacity. And the method corrects some calculating mistakes when proposing formulas of subsoil bearing capacity which obtains ≠1 by some scholars. It compensates the limitation of some other calculation formulas when they are be used. And the numerical answers conform to real projects much more. The influences of shear strength indexes on critical load of subsoil are given. Different critical loads which calculated by using different , one is , the other is 1, are compared.

     

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