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Prediction of subgrade resilient modulus for flexible pavement design

机译:柔性路面设计的路基弹性模量预测

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摘要

Resilient modulus of subgrade soils is an important input in mechanistic pavement design. The primary objective of this work is to investigate the resilient modulus of four typical Victorian fine-grained subgrade soils under traffic-like repeated loading and to suggest empirical predictive models incorporating physical properties and/or strength of the soils along with the stress state. A repeated load triaxial testing procedure was developed, which is capable of collecting resilient and permanent deformation data from the same specimen.  Stress levels for testing were defined as percentages of the confined and/or unconfined soil static strengths. Stress dependency of resilient modulus was studied through the models (such as bilinear model, power model, deviatoris stress model and octahedral stress model) found in the literature and other possible combinations of deviator, confining and octahedral stresses. A semi-logarithmic model was proposed for the prediction of resilient modulus of the fine-grained subgrade soils. Calibration of model constants by soil properties was investigated.  An altervative prediction model was also developed based on unconfined compressive strength and deviator stress. Resilient modulus values were back calculated using both the semi-logarithmic model and the model based on unconfined compressive strength and deviator stress. Predicted values were compared with the measured values. Predictive capability of the proposed models were proven for use in flexible pavement design.  
机译:路基土的弹性模量是机械路面设计中的重要输入。这项工作的主要目的是研究四种典型的维多利亚时代细粒路基在类似交通荷载下的弹性模量,并提出经验预测模型。结合了土壤的物理特性和/或强度以及应力状态。开发了重复载荷三轴测试程序,该程序能够从同一样本中收集弹性和永久变形数据。用于测试的应力水平定义为承压和/或承压土壤静强度的百分比。通过文献中发现的模型(例如双线性模型,幂模型,偏应力模型和八面体应力模型)以及偏斜应力,局限应力和八面体应力的其他可能组合,研究了弹性模量的应力依赖性。提出了一种半对数模型,用于预测细粒路基土的弹性模量。研究了通过土壤特性对模型常数进行的校准。还基于无侧限的抗压强度和偏应力建立了一种交替预测模型。使用半对数模型和基于无侧限抗压强度和偏应力的模型反算弹性模量值。将预测值与测量值进行比较。所提出模型的预测能力已被证明可用于灵活的路面设计。  

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