纸质出版:2019
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[1]费康,付长郓,戴迪,周莹.循环温度荷载作用下饱和黏土的体积变形特性[J].防灾减灾工程学报,2019,39(04):541-548.
费康, 付长郓, 戴迪, et al. Volume Deformation Behavior of Saturated Clay under Thermal Cycles[J]. 2019, 39(4): 541-548.
[1]费康,付长郓,戴迪,周莹.循环温度荷载作用下饱和黏土的体积变形特性[J].防灾减灾工程学报,2019,39(04):541-548. DOI: 10.13409/j.cnki.jdpme.2019.04.001.
费康, 付长郓, 戴迪, et al. Volume Deformation Behavior of Saturated Clay under Thermal Cycles[J]. 2019, 39(4): 541-548. DOI: 10.13409/j.cnki.jdpme.2019.04.001.
采用温控三轴仪
研究了排水条件下温度循环引起的饱和黏土体积变化特性。试验结果表明
温度循环会使得土体产生不可恢复的体积变形
塑性体积应变的大小随温度循环周数的增加而增加
并逐渐趋于稳定值;若将经历过温度循环的土样重新加载到新的正常固结状态
后续温度循环中产生的塑性体积应变量值及发展规律与初始循环下的类似;同等温度增量下
体积应变的大小主要受超固结比OCR的影响
与应力水平无关。OCR越大
体积应变越小
随温度循环周数稳定的也越快。基于广义塑性理论
给出了热-力耦合作用下土体体积应变的计算模型。模型中考虑了温度塑性应变对屈服应力的硬化作用
根据屈服应力与前期固结应力之间的差异间接体现温度历史的影响
进而合理地模拟体积应变随温度循环周数的累积规律。利用所建立的模型对本文试验和文献中的数据进行了模拟
验证了模型的可靠性。
In this study
a temperature-controlled triaxial apparatus was used to investigate the volume deformation behavior of saturated clay subjected to thermal cycles in drained conditions.It was found that the thermally induced plastic volumetric strain accumulated with the number of thermal cycles and then leveled off.When the specimens after thermal cycles were loaded to a normal consolidation state again
the subsequent temperature change can still lead to irreversible volume changes.The magnitude and the trend of the volumetric strains were similar to those under the initial thermal cycles.The thermally induced volumetric strain was mainly influenced by the overconsolidation ratio(OCR)and was irrelevant to the value of the stress level.At higher OCRs
the thermally induced volumetric strain was small
and the strain accumulation rate was high.On the basis of the generalized plasticity theory
a constitutive model was proposed to model the volume deformation behavior of saturated clays subjected to thermo-mechanical loads.The hardening effect of the thermally induced volumetric strain on the yield stress was accounted in the model.The effect of the temperature history was considered indirectly by taking into account the difference between the yield stress and the preconsolidation stress.The presented model was validated by comparing the predicted values with the experimental data in this paper and some published literatures.
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