振动筛板槽中液滴分散动力学的研究(Ⅰ)实验研究及理论分析

本文通过实验观察发现,液滴的破碎只有在液滴与振动筛板孔口发生碰撞时才发生.基于这个实验现象,建立了振动筛板槽内液滴破碎的新模型.把筛板孔口附近的剪应力作为破碎力,破碎速率可表示为:G(d)=C_12Af/H(?)~n_4(d/d_h)~n_5[1-(d_(cr)/d)~(2n_1+1)]~0.5n(d)液滴的凝聚可以按气体分子碰撞过程来处理.凝聚速率可以用下式表示:ω(d_1,d_2)=C_Ⅱ(d_1+d_2)~(7/3)∈~（1/3)[β_d∈~(2/3)d_1+d_2/σ(d_1+d_2）~（1/3）]~n_6n(d_1)n(d_2)     

振动筛板槽中液滴分散动力学的研究——(Ⅱ)实验结果及Monte-Carlo模拟技术的应用

本文根据前文(I)报的理论分析,采用Monte-Carlo方法对实验数据进行模拟.液滴直径的测量采用照相法及透光法.所测得的液滴直径分布数据及平均液滴直径的数据,在微机上进行拟合归纳,得到了振动筛板槽中液滴直径分布模型及液滴平均直径的关联式.模型计算结果与实测值拟合较好.应用Monte-Carlo模拟技术对液滴破碎和凝聚这一随机过程进行了模拟及参数估计,得到了液滴破碎速率及凝聚速率参数.     

DYNAMIC BEHAVIOUR OF LIQUID DISPERSION IN A VIBRATING PLATE TANK

In this paper a new model of the drop breakage in a vibrating plate tank has been developed by a me-chanism based on the shearing stress in the neighborhood of the holes in the plates as a breakage force,andthe coalescence of drops may be dealt with by the process of gas molecule collision.Based on the theoreticalanalyses,simulation of drop breakage and coalescence which are random processes has been carried out byMonte-Carlo simulation technique.The parameters of breakage and coalescence rate have been obtained.