Time-varying stability analysis of mudstone reservoir bank based on water-rock interaction
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Time-varying stability analysis of mudstone reservoir bank based on water-rock interaction
Vol. 33, Issue 7, (2012)
作者机构:
重庆交通大学 河海学院,重庆,400074
作者简介:
基金信息:
DOI:
CLC:TV62
Online First:13 July 2012,
Published:2012
稿件说明:
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ZHOU Shi-liang, LIU Xiao-qiang, SHANG Ming-fang, et al. Time-varying stability analysis of mudstone reservoir bank based on water-rock interaction[J]. 2012, 33(7).
DOI:
ZHOU Shi-liang, LIU Xiao-qiang, SHANG Ming-fang, et al. Time-varying stability analysis of mudstone reservoir bank based on water-rock interaction[J]. 2012, 33(7).DOI:
Time-varying stability analysis of mudstone reservoir bank based on water-rock interaction
of mudstone reservoir bank which has been located in Funing Port areas of Yunnan province
and then based on the rock samples
collected from the first-stage project field
the conventional triaxial compression tests were conducted with different numbers of drying and wetting cycles and the rock shear strength parameters were obtained. After engineering conversion of strength between rock and rock mass
it formulated the time-varying model of probability distribution of mudstone general shear strength parameters by regression analysis. Then combining with the limit equilibrium method and the reliability theory
the time-varying laws of mean safety factor
reliability and reliability safety factor were drawn. The results show that the reliability safety factor
coupling the safety factor and reliability
can analyze the time-variation of mudstone reservoir bank more reasonably
during the water level fluctuation repeatedly. Furthermore
it is nonlinearly that the characteristic of the whole stability of mudstone reservoir bank has changed. Besides
the failure model of the bank slope is gradual that the critical slip surface changes from inside to outside. The time-varying stability analysis methods of mudstone reservoir bank proposed by the paper based on the laboratory experiment can provide an effective approach for stability evolution rule of the reservoir bank
impacted on by the high water soaking and water level periodic fluctuation.