摘要
进行一系列开闸式异重流水槽实验,考虑三种不同底床粗糙度对异重流运动特性的影响.通过高速摄像机拍摄异重流的运动过程,并利用粒子图像测速技术(PIV)记录局部流场结构.结果表明:异重流运动过程分为滑塌阶段和自相似阶段,底床粗糙度可以改变异重流的运动状态,尤其是通过底床附加阻力降低异重流头部速度并迫使其更早进入自相似阶段,但是对滑塌阶段速度影响不显著.异重流的弗劳德数在滑塌阶段变化不显著,而在自相似阶段呈现递减趋势;掺混系数随头部位置和理查德森数增大均呈现递减趋势,而粗糙底床可以加强掺混,增大掺混系数.异重流上界面与环境水体掺混形成正涡度带,下界面由于底床无滑移条件和底床流场结构的多方向性形成正负涡度带交错的现象,并且异重流剖面速度峰值会出现抬升现象.
A series of lock-exchange experiments were carried out to study the effect of three different bed roughness on gravity currents dynamics.A high-speed camera was applied to acquire the evolution process of the gravity currents,and a PIV system was used to investigate the microstructures of gravity currents.Results show that movement process of gravity currents is divided into slumping phase and self-similar phase. Bed roughness can significantly influence the motion of gravity currents, and especially decrease the front velocity by increasing the resistance,causing gravity currents into the self-similar phase at an early stage,but could not significant influence velocity of gravity current at slumping phase. The Froude number of gravity currents stays unchanged significantly at slumping phase, but decreases with the front position at self-similar phase. The entrainment coefficient shows a decreasing trend with the increase of the front position and the Richardson number,while bed roughness could strengthen entrainment and increase the entrainment coefficient.The upper interface of gravity currents keeps mixing with the environment,inducing the positive vorticity,and the lower interface forms the positive and negative vorticity due to the no-slip bottom boundary condition and the complexity of the flow structure at the bed.
作者
林颖典
熊杰
刘雅钰
韩东睿
LIN Yingtien;XIONG Jie;LIU Yayu;HAN Dongrui(Ocean College,Zhejiang University,Zhoushan 316021,Zhejiang China)
出处
《华中科技大学学报(自然科学版)》
EI
CAS
CSCD
北大核心
2019年第1期114-119,共6页
Journal of Huazhong University of Science and Technology(Natural Science Edition)
基金
国家自然科学基金资助项目(11672267)
国家重点研究发展计划资助项目(2016YFC0402406)
关键词
异重流
底床粗糙度
弗劳德数
掺混系数
粒子图像测速技术
gravity current
bed roughness
Froude number
entrainment coefficient
particle image velocimetry