杜海民, 马巍, 张淑娟, 周志伟. 2015: 应变率和含水率对冻土破坏应变能密度影响特性试验研究. 工程地质学报, 23(s1): 38-43. DOI: 10.13544/j.cnki.jeg.2015.s1.006
    引用本文: 杜海民, 马巍, 张淑娟, 周志伟. 2015: 应变率和含水率对冻土破坏应变能密度影响特性试验研究. 工程地质学报, 23(s1): 38-43. DOI: 10.13544/j.cnki.jeg.2015.s1.006
    DU Haimin, MA Wei, ZHANG Shujuan, ZHOU Zhiwei. 2015: EFFECTS OF STRAIN RATE AND WATER CONTENT ON FAILURE STRAIN ENERGY DENSITY OF FROZEN SOIL. JOURNAL OF ENGINEERING GEOLOGY, 23(s1): 38-43. DOI: 10.13544/j.cnki.jeg.2015.s1.006
    Citation: DU Haimin, MA Wei, ZHANG Shujuan, ZHOU Zhiwei. 2015: EFFECTS OF STRAIN RATE AND WATER CONTENT ON FAILURE STRAIN ENERGY DENSITY OF FROZEN SOIL. JOURNAL OF ENGINEERING GEOLOGY, 23(s1): 38-43. DOI: 10.13544/j.cnki.jeg.2015.s1.006

    应变率和含水率对冻土破坏应变能密度影响特性试验研究

    EFFECTS OF STRAIN RATE AND WATER CONTENT ON FAILURE STRAIN ENERGY DENSITY OF FROZEN SOIL

    • 摘要: 在-2.0℃和-5.0℃情况下, 通过一系列不同应变率和含水率条件下的冻结砂土的单轴压缩试验, 分析了应变率和含水率对冻土破坏应变能密度的影响特性。试验结果表明:在较小含水率条件下, 随着应变率的增大, 破坏应变能密度非线性增大, 但当应变率增大到210-3s-1之后, 应变率的改变不再对破坏应变能密度产生大的影响, 并且含水率的增大使破应变能密度随着应变率的增大有了减小的趋势, 破坏应变能密度先随着含水率的增大而急剧增大到最大值, 然后含水率的继续增大使破坏应变能密度急剧减小到最小值, 再随着含水率的进一步增大, 破坏应变能密度变化幅度很小, 基本稳定在0.05MPa, 破坏应变能密度变化的力学机制与强度变化的力学机制并不完全相同。

       

      Abstract: At-2.0℃and-5.0℃, a series of uniaxial compressive tests were conducted on frozen silty sand soil with different water contents on condition of various strain rates to analyze the influences of strain rate and water content on failure strain energy density of frozen soil. The testing results show that with strain rate increasing failure strain energy density increases nonlinearly at a slower rate and finally the affection becomes very little when strain rate is beyond 210-3s-1.However, the increase of water content makes failure strain energy density appear a decrease tendency in the late increase stage of strain rate. With moisture content increasing, firstly failure strain energy density increases sharply to a maximum and then decreases sharply to a minimum. Finally, the further increase of water content makes the failure strain energy density be basically equal to 0.05MPa. The mechanism of strength change is not totally coincident with the mechanism of failure strain energy density change.

       

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