马全国, 郎梦婷, 赵鑫鑫, 周葆春. 考虑界面摩擦和剪切面积变化的直剪试验剪应力修正方法[J]. 信阳师范学院学报(自然科学版), 2021, 34(4): 673-679. DOI: 10.3969/j.issn.1003-0972.2021.04.028
引用本文: 马全国, 郎梦婷, 赵鑫鑫, 周葆春. 考虑界面摩擦和剪切面积变化的直剪试验剪应力修正方法[J]. 信阳师范学院学报(自然科学版), 2021, 34(4): 673-679. DOI: 10.3969/j.issn.1003-0972.2021.04.028
Quanguo MA, Mengting LANG, Xinxin ZHAO, Baochun ZHOU. A Shear Stress Correction Method for Direct Shear Test Considering Interface Friction and Change of Sample's Cross-sectional Area[J]. Journal of Xinyang Normal University (Natural Science Edition), 2021, 34(4): 673-679. DOI: 10.3969/j.issn.1003-0972.2021.04.028
Citation: Quanguo MA, Mengting LANG, Xinxin ZHAO, Baochun ZHOU. A Shear Stress Correction Method for Direct Shear Test Considering Interface Friction and Change of Sample's Cross-sectional Area[J]. Journal of Xinyang Normal University (Natural Science Edition), 2021, 34(4): 673-679. DOI: 10.3969/j.issn.1003-0972.2021.04.028

考虑界面摩擦和剪切面积变化的直剪试验剪应力修正方法

A Shear Stress Correction Method for Direct Shear Test Considering Interface Friction and Change of Sample's Cross-sectional Area

  • 摘要: 鉴于已有的直剪试验剪应力修正公式未考虑剪切过程中上下盒未开缝导致的剪切盒与土样间的界面摩擦,开展了铜板-土样界面摩擦试验,获得了饱和状态下的界面摩擦系数为0.2,提出了考虑界面摩擦和剪切面积变化的直剪试验剪应力计算式.评价了直剪试验测定峰值与残余强度的结果表明:1)修正后的剪应力大于修正前的数值;剪应力相对误差随剪切位移增大而增大,最大可达-12.9%;垂直压力越小,剪应力相对误差越大.2)初始密度对峰值强度相对误差影响较为显著,对残余强度相对误差影响不大.3)不同初始密度下,峰值与残余强度有效内摩擦角相对误差均在±5%以内;峰值与残余强度有效凝聚力相对误差变化范围较大,具有更大的不确定性.4)考虑剪应力修正后的峰值和残余强度抗剪强度指标(有效凝聚力与有效内摩擦角)均比修正前值更大,表明采用不考虑剪应力修正的抗剪强度指标偏于安全.

     

    Abstract: The existing shear stress correction formulas for direct shear test do not consider interface friction between shear box and soil sample caused by without gap between the two halves of shear box during shear for China direct shear apparatus. The soil-brass interface friction tests are carried out, and the friction coefficient of soil-brass interface is measured, which is 0.2.A shear stress correction formula for direct shear test considering interface friction and change of sample's cross-sectional area is proposed. Direct shear test results of peak and residual drained shear strengths from the literature are assessed by this formula. The conclusions are drawn as follows: 1) The shear stress after correction is greater than before correction. Relative error of shear stress increases with the increase of horizontal displacement and increases with the decrease of vertical pressure. 2) Initial density has a significant effect on the relative error of peak shear strength, but has little effect on the relative error of residual shear strength. 3) Relative errors of effective friction angle of peak and residual drained shear strengths under different initial density are within ±5%. Relative errors of effective cohesion of peak and residual shear strengths have larger changes with different initial density. 4) The effective friction angle and cohesion of peak and residual drained shear strengths after correction are all greater than that before correction, which means adopting the uncorrected shear strength parameters is conservative.

     

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