砂卵砾石土最大动模量的缩尺效应规律试验研究

EXPERIMENTAL STUDY ON SCALING EFFECT OF THE MAXIMUM DYNAMIC PROPERTIES OF SAND GRAVEL SOILS

  • 摘要: 砂卵砾石土是土石坝工程的常用建筑材料,其最大动弹性模量和最大动剪切模量是土石坝抗震设计的关键参数,然而缩尺效应的存在导致室内试验结果与最大动模量真实值存在差异,这种误差严重影响土石坝的安全设计。目前针对缩尺效应对最大动模量影响的研究相对较少,且缺乏准确的计算方法,因此,有必要深入探讨缩尺效应影响下砂卵砾石土最大动模量的变化规律,并提出可准确描述该规律的计算模型。根据既有研究,颗粒最大粒径dmax和级配结构(可用级配面积S表示)两部分变化是导致缩尺后试样存在缩尺效应的主要原因,通过改变Sdmax,设计了18组不同级配的试样,采用大型动三轴试验仪对各组试样进行了一系列动三轴试验,定量研究了缩尺效应对砂卵砾石土最大动弹性模量Edmax和最大动剪切模量Gdmax的影响规律。试验结果表明:dmax不变时,随着S的增大,试样最大动弹性模量及最大动剪切模量先增大后减小,并建立了能描述EdmaxGdmaxS关系的经验公式;S不变时,随着dmax的增大,试样EdmaxGdmax逐渐增大,且EdmaxGdmaxdmax呈对数函数的关系;通过耦合SdmaxEdmaxGdmax影响的关系式,建立了考虑缩尺效应的砂卵砾石料EdmaxGdmax的预测模型,并对模型的准确性进行了验证。

     

    Abstract: Sand gravel soil is a commonly used building material in earth rock dam engineering, and its maximum dynamic elastic modulus and maximum dynamic shear modulus are important parameters for seismic design of earth rock dams. However, the existence of scaling effect leads to errors between indoor test results and true values of maximum dynamic modulus, which seriously affects the safety design of earth rock dams. There is currently limited research on the impact of scaling effect on the maximum dynamic modulus, and there is a lack of accurate calculation methods. Therefore, it is necessary to explore the variation law of maximum dynamic characteristics of sand and gravel soil under the influence of scaling effect and propose calculation methods. According to previous studies, the variation in the maximum particle size dmax and the gradation structure (represented by grading area S) are the primary causes of scale effects observed in reduced-scale specimens. By changing dmax or S, 18 groups of specimens with different gradations of coarse-grained soils were designed. A series of large-scale dynamic triaxial tests for each specimen were conducted by a large-scale dynamic triaxial apparatus to quantitatively study the influence of scale effects on the maximum dynamic elastic modulus Edmax and the maximum dynamic shear modulus Gdmax of Sand gravel soil. The test results show that when dmax remains constant, as S increases, Edmax and Gdmax of the sample first increase and then decrease. An empirical formula that can describe the relationship between Edmax, Gdmax and S was established; When S remains constant, as dmax increases, the sample Edmax and Gdmax gradually increase, and Edmax, Gdmax and dmax exhibit a logarithmic function relationship; By coupling the relationship between S and dmax and their effects on Edmax and Gdmax, a prediction model for Edmax and Gdmax of sand and gravel materials considering scaling effect was established, and its accuracy was verified.

     

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