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Stokes flow and deposition of aerosol nanoparticles in model filters composed of elliptic fibers

机译:椭圆形纤维组成的模型过滤器中的斯托克斯流量和气溶胶纳米颗粒的沉积

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摘要

The calculation is implemented for the fiber collection efficiencies due to diffusion of nanoparticles in model filters, i.e., separate rows of fibers with an elliptic cross section located normal to the flow at different orientations of the ellipse axes with respect to the flow. The Stokes flow field in the system of the fibers is found by the method of fundamental solutions. The concentration field of Brownian particles and the efficiency of their deposition onto the fibers are determined from the numerical solution of the equation for the convective diffusion. The dependence of the capture coefficient on the Peclet number for elliptic fibers is shown to have the form η = Ape ~(-m), where exponent m changes from 2/3 to 3/4 at the parallel and normal orientation of the major axes of the ellipses with respect to the flow, respectively. It is shown that, from the viewpoint of aerosol nanoparticle capture, the best filters are those in which the fibers have a maximum mid-section at the same cross-sectional area.
机译:由于纳米颗粒在模型过滤器中的扩散,即具有椭圆形横截面的椭圆形纤维的独立行相对于流在椭圆轴的不同方向上垂直于流而分布,因此对纤维的收集效率进行了计算。纤维体系中的斯托克斯流场是通过基本解法找到的。从对流扩散方程的数值解确定布朗粒子的浓度场及其在纤维上的沉积效率。捕获系数对椭圆形纤维的Peclet数的依赖性显示为η= Ape〜(-m),其中,在主轴的平行方向和法向方向上,指数m从2/3变为3/4椭圆相对于流量的关系。从气溶胶纳米颗粒捕获的观点来看,最好的过滤器是那些纤维在相同截面积下具有最大中间截面积的过滤器。

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