影响空心旋转液体射流初始阶段运动的无量纲参数的分析

本文以描述空心旋转时流初始阶段运动规律的理论模型[1]为依据,重点讨论了影响射流运动的无量纲参数：韦伯数,液膜内外压力差,液膜初始内外环半径比,初始旋流度;初始径向速度等。从而进一步加深了对旋流喷嘴所产生的空心旋转射流初始阶段运动及发展规律的认识。     

低压大流量自激脉冲空化射流试验研究

采用自行设计的自激脉冲空化射流喷嘴和试验测试系统进行了一系列低压大流量空化射流试验,得到了一组喷嘴结构参数,使得喷嘴在入口压力为0.95~1.13 MPa时能产生较为明显的脉冲效果。通过试验获得了随入口压力升高腔室内部流场变化规律,并对试验中喷嘴腔室内部压力突降现象进行分析。试验表明自激脉冲空化射流的打击力是连续射流的1.3~1.6倍。     

低压大流量自激脉冲空化射流试验研究EI北大核心CSCD

采用自行设计的自激脉冲空化射流喷嘴和试验测试系统进行了一系列低压大流量空化射流试验,得到了一组喷嘴结构参数,使得喷嘴在入口压力为0.95~1.13 MPa时能产生较为明显的脉冲效果。通过试验获得了随入口压力升高腔室内部流场变化规律,并对试验中喷嘴腔室内部压力突降现象进行分析。试验表明自激脉冲空化射流的打击力是连续射流的1.3~1.6倍。     

自激脉冲射流喷嘴参数对装置能耗影响分析

为揭示喷嘴各参数变化对低压大流量自激振荡脉冲射流装置能耗的影响,本文借助数值模拟的方式,对自激振荡脉冲射流喷嘴的能耗问题进行了探讨,根据各结构参数和运行参数变化对腔内速度矢量场、腔内空化区形状即压力场、以及脉冲射流频率影响的分析结果,得到了如下论断:在合适的工况下,上喷嘴入口速度的降低将同比例降低下喷嘴出口的能量输出,上喷嘴压力提高与下喷嘴射流动能的增加成三倍关系.经过与试验结果对照,验证了这一结论,这一结果对于优化设计自激振荡脉冲射流喷嘴,指导自激喷嘴工业化设计具有重要的价值.     

微型超高压宝石喷嘴内部的空化与磨损

宝石喷嘴是影响超高压水射流切割系统工作效率的重要部件,而宝石内部的空化直接影响射流的形成,也是宝石磨损的重要原因之一。对400 MPa压力范围内宝石孔内部的空化两相流进行了数值模拟,阐述了射流在宝石内的形成过程,分析了长径比、压力和入口形状对宝石内空化的影响,并在相应压力下对宝石喷嘴的磨损进行了实验研究。结果表明:宝石内部的空化发展程度随着长径比的增大而减弱;在一定的长径比范围内,空化可以发展到喷嘴出口,并最终使射流的初始直径小于喷嘴直径,且在此条件下当压力升高时,射流的初始直径增大;良好的入口形线可以降低空化的发展程度;宝石入口的磨损较出口更显著,空蚀和高压水的冲蚀造成了宝石孔边缘形状的破坏,这种破坏随着压力的升高而加剧,选择合适的长径比是减少冲蚀磨损的有效途径。     

自激振荡脉冲喷嘴结构参数配比试验研究

结构参数对自激振荡脉冲射流冲击效果存在着很大的影响,本文通过理论推导得出了自激喷嘴固有频率定性分析公式,并通过对上喷嘴直径为8-12.5 mm的低压大流量自激振荡脉冲射流喷嘴的系统试验研究,得到了其结构参数的最佳配比关系,并与以往文献介绍的高压小流量自激振荡脉冲喷嘴优化的结构参数配比相比较,根据定性公式分析引发差异的原因,结果对自激振荡脉冲射流喷嘴结构的设计具有借鉴价值。     

大气压微波等离子体射流装置放电特性研究

基于同轴传输线结构设计了两种不同喷嘴结构的大气压微波等离子体射流(MW-APPJ)装置,其工作频率2.45 GHz,工作气体为氩气,分别研究了两种不同喷嘴结构对等离子体放电特性产生的影响。仿真结果表明,MW-APPJ在气体喷嘴处会产生高强度的电场,经过优化结构,实现在频率2.45 GHz下,喷嘴处的场强满足氩气电离的击穿场强阈值要求。同时,利用多物理场耦合仿真软件对装置的气流分布进行了稳态模拟,并通过实验对比分析了两种喷嘴结构下大气压氩等离子体射流的基本特性。实验结果表明,不同的喷嘴结构会影响等离子体装置的反射系数随输入功率的变化规律,但并不影响等离子体射流长度随输入功率的变化规律和反射功率随进气流量的变化规律;同时,在大气压下,稳态微波等离子体射流呈现出类金属性,等离子体中的电子只能在很薄的区域中吸收微波能量,因而造成微波的反射功率较大。     

三维自由射流缩流及扩散的数值研究

由于非定常多相流特性,大气下水自由射流的水力性能相当复杂.本文依据弯管二次流机理确定的最优湍流模型,以六喷嘴冲击式水轮机最术端的喷嘴射流作为研究对象,进行了三维非定常自由射流的数值模拟解析.定量分析了三维自由射流在不同空间方向沿程变化的两相流流态.能量构造及射流形状,为水斗提供了真实的入流条件,确认了最未端喷嘴射流水力效率较差的原因:由于最末端喷管的急剧弯道使得射流产生了大幅度的膨胀扩散.     

空心旋转液体射流初始阶段运动规律的研究

应用质量守恒定律和动量守恒定律,建立了描述空心旋转液体射流初始阶段运动的非线 性常微分方程组;该方程组可以用数值方法方便地求解。理论计算结果与实验拍摄到的射流照片吻 合很好。本结果表示射流受挑动失稳破碎成液滴前的最基本运动状态,是进一步从理论上研究空心 旋转射流破碎雾化机理的基础。     

两相扩散火焰结构探讨

利用鼓风式煤油喷灯,开展了不同空气射流流量下的两相扩散火焰结构的试验研究.采用工业相机及红外热像仪对稳定燃烧状态下的火焰参数进行了测量,获得了射流扩散火焰形状、高度和火焰温度随射流流量的变化规律.结果表明,射流扩散火焰呈现下小中间大上面小的形状,在顶端会出现分层或分叉现象;且随着射流流量的增加,火焰面呈现由光滑向褶皱再光滑的变化规律;火焰高度随着射流流量的增加,起初不断减小,直至基本保持不变,流量增大至180L/h时,出现了熄火;火焰最高温度随着空气射流流量的增加先升高后降低.     

Simulation of impact of a hollow droplet on a flat surface

Despite many theoretical and experimental works dealing with the impact of dense continuous liquid droplets on a flat surface, the dynamics of the impact of hollow liquid droplets is not well addressed. In an effort to understand dynamics of the hollow droplet impingement, a numerical study for the impact of a hollow droplet on a flat surface is presented. The impingement model considers the transient flow dynamics during impact and spreading of the droplet using the volume of fluid surface tracking method (VOF) coupled with the momentum transport model within a one-domain continuum formulation. The model is used to simulate the hydrodynamic behaviour of the impact of glycerin hollow droplet. It is found that the impact and spreading of the hollow droplet on a flat surface is distinctly different from the conventional dense droplet and has some new hydrodynamic features. A phenomenon of formation of a central counter jet of the liquid is predicted. With the help of simulations the cause of this phenomenon is discussed. Comparison of the predicted length of the central counter jet and the velocity of the counter jet front shows good agreements with the experimental data. The influence of the droplet initial impact velocity and the hollow droplet shell thickness on the impact behaviour is highlighted.     

Dynamics of a cavitation bubble near a solid wall

The cavitation bubble dynamics, the variation of pressure and velocity fields of the surrounding liquid in the process of the bubble axisymmetric compression near a planar solid wall are considered. It is assumed that the liquid is at rest at the initial moment of time, and the bubble has a spheroidal shape. The liquid is assumed inviscid and incompressible, its motion being potential. The bubble surface deformation and the liquid velocity on the surface are computed by the Euler scheme using the boundary element method until the moment of the collision of some parts of the bubble surface with one another. The influence of the distance of the bubble from the wall and its initial nonsphericity on the liquid pressure and velocity fields, the bubble shape, and the pressure inside the bubble at the end of the time interval under consideration are studied. The maximum pressure in liquid is shown to realize at the bottom of the cumulative jet arising at the bubble collapse with direction to the wall. In the upper part of this jet, the velocity and pressure are practically constant, and the pressure in the jet is approximately equal to the pressure in the bubble.     

Nonlinear corrections to the oscillation mode frequencies of an ideal liquid charged jet

An analytical asymptotic expression is derived for the time evolution of an ideal incompressible conducting liquid jet with a uniformly charged surface that moves with a constant velocity along the symmetry axis of an undisturbed cylindrical surface. The expression is obtained in the third order of smallness in jet oscillation amplitude under the conditions when the initial deformation of the equilibrium jet surface is specified by one (axisymmetric or nonaxisymmetric) mode. Analytical expressions are also found for the positions of internal nonlinear degenerate three-and four-mode resonances, which are typical of nonlinear corrections to the equilibrium shape of the jet, liquid velocity field potential in the jet, and electrostatic field near the jet, and also for a nonlinear frequency correction. It is established that the nonlinear oscillations of the jet take place about a surface depending on the type of initial (generally asymmetric) deformation rather than about the equilibrium cylindrical shape.     

Peculiarities of superheated liquid discharging under strong and weak nonequilibrium conditions

Results obtained in experimental investigating the characteristics of superheated liquid jet discharging under different nonequilibrium conditions are presented. The cases of liquid discharge from a high-pressure chamber and under gravitational jet formation conditions are considered. Different mechanisms of liquid flash boiling with heating growing up to limit superheating are identified in the case of liquid discharging from the high-pressure chamber. Dependences of the reactive force and the jet shape on the value of liquid overheating in a flow are presented. It is shown that the rapidly decreasing value of the reactive force of the jet is connected with its complete disintegration caused by homogeneous nucleation and by the presence of a normal wall behind the outlet from the channel. The parameters of two-phase jet stability in the conditions of gravitational falling, the flow rates, and the size of droplet dispersion zones depend substantially on the shape of holes and the heat flux density. Pronounced effects of partial or full blocking of the holes as a result of soluble impurities deposition in the regimes of cryogenic liquid evaporation or boiling when vapor cavities are formed in the channel are observed in the conditions of long-term discharging under nonadiabatic conditions. This leads to complete disintegration of the jet and uncontrollable reduction of the flow rate through the hole up to full blocking of the latter.     

Nonlinear oscillations of a charged jet of a conducting liquid under multimode initial deformation of its surface

The subject of consideration is a uniformly charged jet of an ideal incompressible conducting liquid moving with a constant velocity along the symmetry axis of an undisturbed cylindrical surface. An evolutionary expression for the jet shape is derived accurate to the second order of smallness in oscillation amplitude for the case when the initial deformation of the equilibrium surface is a superposition of a finite number of both axisymmetric and nonaxisymmetric modes. The flow velocity field in the jet and the electric field distribution near it are determined. The positions of internal nonlinear secondary combined three-mode resonances are found, which are typical of nonlinear corrections to the analytical expressions for the jet shape, flow velocity field potentials, and electrostatic field in the vicinity of the jet.     

自由表面磁流体射流不稳定性分析(II)

用微分解析方法分析了自由表面磁流体射流在两个非均匀、相互垂直的横向磁场中的稳定性行为。获得了在给定射流初始速度分布和磁场分布条件下射流的速度空间分布表达式;分析了射流扭转及向外溅射的位置。     

Nonlinear corrections to the frequencies of nonaxisymmetric Modes of a space-charged dielectric liquid jet

An expression for the shape of a uniformly charged (over volume) jet of an ideal incompressible dielectric liquid as a function of time is derived with analytical asymptotic calculations of the third order of smallness in jet oscillation amplitude for the case when the initial deformation of the equilibrium surface is governed by one (in general nonaxisymmetric) mode. Analytical expressions for nonlinear corrections to the frequencies and positions of inner nonlinear degenerate three-and four-mode resonances are found.     

Liquid jet directionality and droplet behavior during emulsification of two liquids due to acoustic cavitation

The present study numerically investigates liquid-jet characteristics of acoustic cavitation during emulsification in water/gallium/air and water/silicone oil/air systems. It is found that a high-speed liquid jet is generated when acoustic cavitation occurs near a minute droplet of one liquid in another. The velocity of liquid jet significantly depends on the ultrasonic pressure monotonically increasing as the pressure amplitude increases. Also, the initial distance between cavitation bubble and liquid droplet affects the jet velocity significantly. The results revealed that the velocity takes maximum values when the initial distance between the droplet and cavitation bubble is moderate. Surprisingly, the liquid jet direction was found to depend on the droplet properties. Specifically, the direction of liquid jet is toward the droplet in the case of water/gallium/air system, and vice versa the jet is directed from the droplet in the case of water/silicone oil/air system. The jet directionality can be explained by location of the high-pressure spot generated during the bubble contraction.