ISSN 1000-3665 CN 11-2202/P

    三轴循环加卸载条件下冻结粉质黏土能量演化规律研究

    Energy evolution characteristics of frozen silty clay under triaxial cyclic loading and unloading conditions

    • 摘要:
      目的 外荷载作用下冻土能量的演化规律是揭示其变形机制的重要依据。
      方法 以冻结粉质黏土为试验对象,进行了一系列在不同围压下的三轴循环剪切加卸载试验,探索冻土的变形特征和能量演化规律。
      结果 随着围压的增大,相同轴向应变对应的偏应力逐渐增大;冻土的应力-应变曲线形态在低围压下表现出应变软化特征,随着围压的增大逐渐转变为应变硬化,在围压大于6 MPa后硬化的程度不再增加;根据滞回环面积确定了能量的计算方法,
      结论 总能量、耗散能、弹性应变能及阻尼能随加卸载循环次数增加都呈现出快速升高—增长放缓—趋于稳定的变化规律;剪切弹性模量与围压呈正相关,与加卸载循环次数呈负相关,与损伤变量表现出此消彼长的关系;损伤变量随耗散能的增大非线性增加,同一围压下的曲线斜率随耗散能的增加表现出先减小后增大的规律,不同围压下的曲线初始斜率随围压的增大表现出先减小后增大的规律。研究成果可以为冻土区工程建设和人工冻结地基的设计计算提供理论基础。

       

      Abstract:
      Objective The evolution of frozen soil energy under external load is an important basis for understanding its deformation mechanism; however, there are few studies on the internal relationship between frozen soil deformation and energy change.
      Method Taking frozen silty clay as the test object, a series of triaxial cyclic shear loading and unloading tests under different confining pressures were carried out to explore the deformation characteristics and energy evolution.
      Results With the increase of confining pressure, the deviatoric stress corresponding to the same axial strain gradually increased. The stress-strain curve of frozen soil shows strain softening characteristics under low confining pressure, and gradually changes to strain hardening with the increase of confining pressure. When the confining pressure is greater than 6 MPa, the degree of hardening no longer increases. Based on the hysteresis loop area, the calculation method for energy was established.
      Conclusion The total energy, dissipation energy, elastic strain energy, and damping energy all show a rapid increase-slow growth-stable pattern with increasing loading–unloading cycles. The shear elastic modulus is positively correlated with the confining pressure and negatively correlated with the number of cycles, and shows a trade-off relationship with the damage variable. The damage variable increases nonlinearly with the increase of dissipative energy. Under the same confining pressure, the slope of damage-dissipated energy curve decreases initially and then increases as dissipated energy accumulates, while the initial slope under different confining pressures also shows a decrease-increase trend. The results can provide a theoretical basis for the construction of frozen soil areas and the design and calculation of artificial frozen foundations.

       

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