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Fibrous Filter Efficiency and Pressure Drop in the Viscous-Inertial Transition Flow Regime

机译:粘性-惯性过渡流态下的纤维过滤器效率和压降

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Fibrous filter pressure drop and aerosol collection efficiency were measured at low air pressures (0.2-0.8 atm) and high face velocities (5-19 m/s) to give fiber Reynolds numbers lying in the viscous-inertial transition flow regime (1-15). In this regime, contemporary filtration theory based on Kuwabara's viscous flow through an ensemble of fibers underpredicts single fiber impaction by several orders of magnitude. Streamline curvature increases substantially as air stream inertial forces become significant. Dimensionless pressure drop measurements followed the viscous-inertial theory of Robinson and Franklin (197225. Robinson , M. and Franklin , H. 1972 . The Pressure Drop of a Fibrous Filter at Reduced Ambient Pressures . J. Aerosol Sci. , 3 : 413 - 427 . [CrossRef]View all references) rather than Darcy's linear pressure-velocity relationship. Sodium chloride and iron nano-agglomerate aerosols were tested to provide a comparison between particles of dissimilar densities and shape factors. Total filter efficiency collapsed when plotted against the particle Stokes number and fiber Reynolds number. Efficiencies were then modeled with an impactor type equation where the cutpoint Stokes number and a steepness parameter described data well in the sharply increasing portion of the curve (20%-80% efficiency). A minimum in collection efficiency was observed at small Stokes numbers and attributed to interception and diffusive effects. The cutpoint Stokes number was a linearly decreasing function of fiber Reynolds number. Single fiber efficiencies were calculated from total filter efficiencies and compared to contemporary viscous flow impaction theory (Stechkina et al. 196926. Stechkina , I. B. , Kirsch , A. A. and Fuchs , N. A. 1969 . Studies on Fibrous Aerosol Filters—IV. Calculation of Aerosol Deposition in Model Filters in the Range of Maximum Penetration . Ann. Occup. Hyg. , 12 : 1 - 8 . [PubMed]View all references), and numerical simulations of single fiber efficiencies from the literature. Existing theories underpredicted measured single fiber efficiencies, although comparison is problematic. The assumption of uniform flow conditions for each successive layer of fibers is questionable; thus, the common exponential relationship between single fiber efficiency and total filter efficiency may not be appropriate in this regime.
机译:在低气压(0.2-0.8 atm)和高面速(5-19 m / s)下测量纤维过滤器的压降和气溶胶收集效率,得出的纤维雷诺数处于粘滞-惯性过渡流动状态(1-15) )。在这种情况下,基于Kuwabara通过一组纤维的粘性流动的当代过滤理论低估了单根纤维的撞击数个数量级。随着气流的惯性力变大,流线曲率显着增加。无量纲压降测量遵循Robinson和Franklin(197225. Robinson,M.和Franklin,H.1972)的粘滞惯性理论。降低环境压力的纤维过滤器的压降。J. Aerosol Sci。,3:413- 427。[CrossRef]查看所有参考),而不是Darcy的线性压力-速度关系。测试了氯化钠和铁纳米附聚物气雾剂,以比较不同密度和形状因子的颗粒。当针对颗粒斯托克斯数和纤维雷诺数作图时,总过滤器效率崩溃。然后用冲击器类型方程式对效率进行建模,其中临界点斯托克斯数和陡度参数很好地描述了曲线的急剧增加部分(效率为20%-80%)中的数据。在较小的斯托克斯数下观察到收集效率最低,这归因于拦截和扩散效应。切点斯托克斯数是纤维雷诺数的线性递减函数。从总的过滤效率中计算出单纤维效率,并将其与当代的粘性流冲击理论进行比较(Stechkina等人,196926。Stechkina,IB,Kirsch,AA和Fuchs,NA 1969。最大渗透率范围内的模型过滤器中的数据。Ann。Occup。Hyg。,12:1-8。[PubMed]查看所有参考资料),以及文献中对单纤维效率的数值模拟。尽管比较存在问题,但现有理论对测得的单纤维效率预测不足。对于每个连续的纤维层均一的流动条件的假设是可疑的。因此,在这种情况下,单纤维效率与总过滤器效率之间的指数关系可能并不适合。

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