节点文献
河床变形方程的简化研究
Predigestion on the equation for the riverbed deformation
【摘要】 通过分析,在假定河底含沙量与垂线平均含沙量的比值与垂线平均含沙量的函数关系式基础上,给出了简化的河床变形方程,该方程符合泥沙运动力学的基本理论。通过对新的河床变形方程的探讨,发现一般意义上的恢复饱和系数实际上是一个综合参数,而不再是河底含沙量与垂线平均含沙量的比值,可以取远小于1的值。
【Abstract】 By assuming that the ratio of the bottom sediment concentration to the depth-averaged concentration is a function of the depth-averaged concentration,a new equation is deduced to express the riverbed deformation.The new equation clearly shows that the recovery saturation coefficient is not the ratio of the bottom concentration to the depth-averaged concentration,but a comprehensive parameter.
【关键词】 河床变形方程;
恢复饱和系数;
含沙量;
挟沙力;
【Key words】 equation for riverbed deformation; coefficient of recovery saturation; sediment concentration; sediment-carrying capacity;
【Key words】 equation for riverbed deformation; coefficient of recovery saturation; sediment concentration; sediment-carrying capacity;
【基金】 “十一五”国家科技支撑计划(2006BAB06B03-02);国家自然科学基金资助项目(10572152)
- 【文献出处】 水利水电技术 ,Water Resources and Hydropower Engineering , 编辑部邮箱 ,2008年05期
- 【分类号】TV147
- 【被引频次】6
- 【下载频次】233