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WU Qi, JI Dongwei, XIAO Xing, ZHU Shengdong, CHEN Guoxing. Experimental study on undrained thixotropic cyclic resistance characteristics of marine soft clay[J]. Chinese Journal of Geotechnical Engineering, 2024, 46(12): 2513-2520. DOI: 10.11779/CJGE20230807
Citation: WU Qi, JI Dongwei, XIAO Xing, ZHU Shengdong, CHEN Guoxing. Experimental study on undrained thixotropic cyclic resistance characteristics of marine soft clay[J]. Chinese Journal of Geotechnical Engineering, 2024, 46(12): 2513-2520. DOI: 10.11779/CJGE20230807

Experimental study on undrained thixotropic cyclic resistance characteristics of marine soft clay

  • A series of unconsolidated undrained cyclic triaxial tests are carried out on the marine soft clay in the estuary of Yangtze River. The effects of age T, water content w and plasticity index IP on the thixotropic cyclic resistance of the remolded marine soft clay are investigated. The test results show that the cyclic resistance CRR15 for 15 cycles of the remodeled marine soft clay increases with T when the failure criterion is defined as the double-amplitude axial strain εad = 5%, and the fastest growth rate of CRR15 is observed when T = 14 d, and the CRR15 increases slightly ortends to be stable when T > 28 d. The thixotropy of soft clay is weakened by early disturbance or cyclic loading, and the thixotropy cyclic resistance ratio Ad is obviously smaller than the static shear strength ratio As. Ad first increases and then decreases with the increasing IP, but increases with the increase of w. Ad first increases and then decreases with the increase of the normalized water content w/wL, an increase in the normalized water content w/wL causes Ad to first increase and then decrease, and it reaches the maximum value when w/wL = 0.76. The unconfined compressive strength tests under parallel test conditions are carried out, and the cyclic stress level is characterized by the ratio of the cyclic axial stress amplitude σd to 2 times the unconfined compressive strength qu, σd/2qu, and it is found that σd/2qu is uniquely related to the failure cycle Nf required for the specimen to reach εad = 5%, and σd/2qu decreases as a power function with the increase of Nf.
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