According to the features of typical dual soil structure in the Jingjiang River, the calculation formula of transverse erosion was employed to study the influences of flow velocity and sediment concentration on transverse erosion rate of bank slope, as well as the variation law of morphologic changes of bank slope under fluctuation of water level.On the basis of saturated-unsaturated seepage theory, a two-dimensional unsteady seepage model was established by using SEEP/w program and the change process of seepage field of bank slope was simulated. Furthermore, on the basis of calculation of pore-water pressure field, the change law of slope stability in consideration of bank erosion or not was analyzed by using Morgenstern's method.Results show that when bank erosion is not considered, slope stability increases with the raise of water level and declines with the drawdown of water level; but when bank erosion is considered,slope stability decreases both with the raise and the drawdown of water level, and the falling rate of safety factors is obviously larger than that without considering bank erosion. In conclusion, the flood period and the final stage of water level falling are two dangerous periods of slope stability, which should be monitored specially.
Key words
bank slope stability /
slope erosion /
water level fluctuation /
saturated-unsaturated seepage /
dual soil structure
{{custom_sec.title}}
{{custom_sec.title}}
{{custom_sec.content}}
References
[1] 夏军强, 袁 欣, 王光谦. 冲积河道冲刷过程中横向展宽的初步模拟[J]. 泥沙研究, 2000, (6): 16-24.
[2] OSMAN A M, THORNE C R. Riverbank Stability Analysis I: Theory[J]. Journal of Hydraulic Engineering, ASCE, 1988, 114(2): 134-150.
[3] NAGATA N, HOSODA T, MURAMOTO Y. Numerical Analysis of River Channel Processes with Bank Erosion[J]. Journal of Hydraulic Engineering, 2000, 126(4): 243-252.
[4] DUAN J G, WANG S Y. The Applications of the Enhanced CCHE2D Model to Study the Alluvial Channel Migration Processes[J]. Journal of Hydraulic Research, 2001, 39(5): 469-780.
[5] 王党伟,余明辉,刘晓芳. 冲积河流河岸冲刷展宽的力学机理及模拟[J]. 武汉大学学报(工学版), 2008, 41(4): 14-19.
[6] 王 博,姚仕明,岳红艳. 基于BSTEM的长江中游河道岸坡稳定性分析[J]. raybet体育在线
院报, 2014, 31(1): 1-7.
[7] 张文杰, 詹良通, 凌道盛,等. 水位升降对库区非饱和土质岸坡稳定性的影响[J]. 浙江大学学报(工学版), 2006, 40(8): 1365-1370,1428.
[8] 詹良通, 李 鹤, 陈云敏,等. 东南沿海残积土地区降雨诱发型滑坡预报雨强-历时曲线的影响因素分析[J]. 岩土力学, 2012, 33(3): 872-880,886.
[9] 邓珊珊,夏军强,李 洁,等.河道内水位变化对上荆江河段岸坡稳定性影响分析[J].水利学报, 2015, (7): 1-10.
[10] MORGENSTERN N R, PRICE V E. The Analysis of the Stability of General Slip Surface[J]. Geotechnique, 1965, 15(1): 79-93.
[11] 假冬冬, 张幸农, 应 强,等. 流滑型崩岸河岸侧蚀模式初探[J]. 水科学进展, 2011, 22(6): 813-817.
[12] 郭小虎,李义天,渠 庚,等.三峡工程蓄水后长江中游泥沙输移规律分析[J].泥沙研究,2014,(5):11-17.
[13] 詹 咏,王惠明,曾小为. 泥沙沉降速度研究进展及其影响因素分析[J]. 人民长江, 2001,32(2): 23-24,41.
[14] 刘怀汉, 谭伦武, 余 帆,等. 长江中游荆江河段航道整治工程设计说明书[R]. 武汉:长江航道规划设计研究院, 2013.
[15] 宗全利, 夏军强, 邓春艳, 等. 基于BSTEM模型的二元结构河岸崩塌过程模拟[J]. 四川大学学报(工程科学版), 2013, 45(3): 69-78.