吴明, 夏唐代, 俞峰. 基于Duncan-Chang本构的非线性土压力模型[J]. 煤田地质与勘探, 2008, 36(2): 36-39.
引用本文: 吴明, 夏唐代, 俞峰. 基于Duncan-Chang本构的非线性土压力模型[J]. 煤田地质与勘探, 2008, 36(2): 36-39.
WU Ming, XIA Tang-dai, YU Feng. Non-linear earth pressure model based on Duncan-Chang constitutive model[J]. COAL GEOLOGY & EXPLORATION, 2008, 36(2): 36-39.
Citation: WU Ming, XIA Tang-dai, YU Feng. Non-linear earth pressure model based on Duncan-Chang constitutive model[J]. COAL GEOLOGY & EXPLORATION, 2008, 36(2): 36-39.

基于Duncan-Chang本构的非线性土压力模型

Non-linear earth pressure model based on Duncan-Chang constitutive model

  • 摘要: 假设基坑工程中挡土结构的变形和土压力服从双曲线模型,类比Duncan-Chang本构建模思想,在前人关于基坑主动区和被动区变形假设的基础上,建立了可以考虑位移变化的非线性土压力模型。把非线性土压力模型和Duncan-Chang本构模型联系起来,使得本文非线性土压力模型参数确定有根据。把弹性地基梁模型和该非线性土压力联系起来,使得弹性抗力系数的概念更加明确。以m法为例,深入分析了m法的影响因素。

     

    Abstract: Provided that the relationship between retaining wall deflection and earth pressure comply with hyper-bola model,the nonlinear earth pressure considering retaining wall deflection is built.The nonlinear earth pressure model based on the predecessors' researches on foundation pit active and passive zones,which builds like Dun-can-Chang model.Therefore,the parameter of the nonlinear pressure can be ascertained by conventional triaxial tests in the way Duncan-Chang model makes.The elastic resistance method connects with the nonlinear earth pressure,this makes elastic resistance coefficient definite.Taking "m" method as an example,the influence factors are analyzed.

     

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