摘要
沿海潜水层具有一个动态的向海边界,水位随海潮的波动而波动.浸润面的存在给向海边界条件的确定带来一定的困难,而以往研究(例如大小潮水位波动的摄动解法)往往忽略浸润面的影响.为此,在考虑浸润面影响的基础上建立了大小潮水位波动的数学模型.模拟结果表明:(a)潜水层周期平均水位高于静止水位;(b)大小潮向内陆传播时振幅衰减越来越明显,但传播距离远远大于半日潮的传播距离;(c)水位随时间变化具有不对称性,水位上升比下降快;(d)在水位下降阶段特别是大潮期间,地下水渗出点水位偏离潮汐水位,即会形成浸润面.
Groundwater tables in coastal unconfined aquifers interfaced with ocean by a moving boundary fluctuate with tides. It is difficult to determine the seaward boundary condition due to the existence of seepage face; however, the effects of seepage face are always neglected in previous research, for instance, in the perturbation solutions of water table fluctuations due to spring-neap tides. Thus, with the effects of seepage face taken into account, a numerical model for spring-neap tidal water table fluctuations is developed. The simulation results demonstrate that (1) the mean water table is higher than the still water table; (2) the fluctuations of spring-neap tides damp considerably as they move toward inland, but they spread much farther than that of the semi-diurnal tide; (3) local water table fluctuations are asymmetric, and the rising phase is much steeper than the falling phase; (4) the water table at exit points deviates from that of tides during the falling phase, especially during the spring tide period, leading to the formation of seepage face.
出处
《河海大学学报(自然科学版)》
CAS
CSCD
北大核心
2006年第1期10-13,共4页
Journal of Hohai University(Natural Sciences)
基金
国家杰出青年科学基金资助项目(50425926)
关键词
大小潮
水位波动
浸润面
沿海含水层
数值模拟
BOUSSINESQ方程
spring-neap tide
water table fluctuation
seepage face
coastal unconfined aquifer
numerical modeling
Boussinesq equation