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A New Strain-Softening Constitutive Model for Circular Opening considering Plastic Bearing Behavior and Its Engineering Application

机译:考虑塑性承载特性的圆形孔洞应变软化本构模型及其工程应用

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摘要

Geomaterials generally show strain-softening characteristics after peak-load. Based on the triaxial test for sandy mudstone, a simple elastopeak plastic-strain-softening-damage model (EPSDM) was proposed. Compared with the traditional strain-softening model, EPSDM shows obvious plastic bearing characteristics before strain softening. Then, the closed-formed solution of circular opening was deduced based on the newly proposed model. A plastic shear strain increment was introduced as the ex tension constraint condition of peak plastic zone. The solution correctness of EPSDM was also verified by comparing with other research results. In addition, the solution based on EPSDM could degenerate for a series of results obtained by elastobrittle plastic model (EBM), elastostrain-softening model (ESM), and elasto-perfectly plastic model (EPM) under certain conditions. Hence, it could be regarded as a unified solution. Finally, the research results denoted that when the inner pressure was fully released, the maximum postpeak failure radii and surface displacement of surrounding rock indicated the characteristics of EBMESMEPSDMEPM. Therefore, the plastic bearing behavior could effectively decrease the postpeak failure zone radii and surface displacement. The dilation coefficient noticeably influenced postpeak failure range and surface displacement, particularly the damage zone radii and tunnel wall convergence. The research results can provide very important theoretical bases for evaluating the tunnel stability and support design reliability for underground engineering.
机译:岩土材料通常在峰值载荷后显示出应变软化特性。基于砂质泥岩的三轴试验,提出了一种简单的弹性峰塑性应变软化破坏模型(EPSDM)。与传统的应变软化模型相比,EPSDM在应变软化之前显示出明显的塑性轴承特性。然后,根据新提出的模型推导了圆形开口的闭合解。引入塑性剪切应变增量作为峰值塑性区的抗拉约束条件。通过与其他研究结果进行比较,也验证了EPSDM的溶液正确性。此外,基于EPSDM的解决方案在一定条件下可以退化为一系列弹性弹塑性模型(EBM),弹性应变软化模型(ESM)和弹性弹塑性模型(EPM)所获得的结果。因此,可以将其视为统一的解决方案。最后,研究结果表明,当内部压力完全释放时,最大后峰破坏半径和围岩表面位移表明了EBM> ESM> EPSDM> EPM的特征。因此,塑性轴承行为可以有效地降低峰后破坏区半径和表面位移。膨胀系数显着影响峰后破坏范围和表面位移,特别是损伤区半径和隧道壁会聚。研究结果可为评价地下工程的隧道稳定性和支护设计可靠性提供重要的理论依据。

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  • 来源
    《Mathematical Problems in Engineering》 |2018年第8期|4521492.1-4521492.13|共13页
  • 作者单位

    China Univ Min & Technol, State Key Lab Geomechan & Deep Underground Engn, Xuzhou 221116, Jiangsu, Peoples R China;

    China Univ Min & Technol, Sch Mines, Xuzhou 221116, Jiangsu, Peoples R China;

    China Univ Min & Technol, Sch Mech & Civil Engn, Xuzhou 221116, Jiangsu, Peoples R China;

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