排序方式: 共有5条查询结果,搜索用时 15 毫秒
1
1.
分析了含气量对粘性液体中球形单空泡脉动特性的影响。研究结果表明:随着泡内初始含气量的增加,空泡达到最大泡半径的时间延长;空泡膨胀的最大泡半径、收缩的最小泡半径和脉动周期均随初始含气量的增加而增加;同时,空泡膨胀和溃灭时泡壁的运动速度均随空泡初始含气量的变化而变化。无论含气量如何,在空泡收缩到最小泡半径附近,泡壁运动速度(收缩或膨胀)要明显快于其在最大泡半径附近;此外,受液体粘性影响,空泡膨胀和收缩过程明显变缓。 相似文献
2.
通过自行研制的光偏转测试系统对黏性液体中激光空泡脉动特性进行了实验,获得了激光等离子体空泡前两次脉动全过程,从而判定了空泡在脉动过程中对应的最大和最小泡半径;并将不同黏性系数下空泡脉动结果与基于空泡溃灭理论的计算结果进行了对比.结果表明:液体黏性对空泡生存周期、空泡半径,以及泡壁的运动速度等均有影响.受液体黏性影响,空泡膨胀或收缩过程明显变缓,其相应的生存周期也越长.这一研究结果不仅可促进空化研究的深入,也可为合理利用空化现象提供参考.
关键词:
激光泡
脉动特性
黏性
光纤传感器 相似文献
3.
4.
5.
Modified (2+1)-dimensional displacement shallow water wave system and its approximate similarity solutions 下载免费PDF全文
Recently, a new (2+1)-dimensional shallow water wave system, the (2+1)-dimensional displacement shallow water wave system (2DDSWWS), was constructed by applying the variational principle of the analytic mechanics in the Lagrange coordinates. The disadvantage is that fluid viscidity is not considered in the 2DDSWWS, which is the same as the famous Kadomtsev—Petviashvili equation and Korteweg—de Vries equation. Applying dimensional analysis, we modify the 2DDSWWS and add the term related to the fluid viscidity to the 2DDSWWS. The approximate similarity solutions of the modified 2DDSWWS (M2DDSWWS) is studied and four similarity solutions are obtained. For the perfect fluids, the coefficient of kinematic viscosity is zero, then the M2DDSWWS will degenerate to the 2DDSWWS. 相似文献
1