Figures & data
FIG. 3 The correction factor C E,F of dimensionless drag force between elliptical and circular fibers ((a): vs. ϵ; (b): vs. θ)v.
![FIG. 3 The correction factor C E,F of dimensionless drag force between elliptical and circular fibers ((a): vs. ϵ; (b): vs. θ)v.](/cms/asset/17cf975d-5c52-4bc3-b0a9-306ce79b2b21/uast_a_868595_o_f0003g.jpg)
TABLE 1 Comparison of C E,F and results of Kirsh (α = 25.5%)
FIG. 4 Particle trajectories in different mechanisms: (a) diffusion; (b) interception; (c) inertial impaction; ϵ = 4, θ = π/3.
![FIG. 4 Particle trajectories in different mechanisms: (a) diffusion; (b) interception; (c) inertial impaction; ϵ = 4, θ = π/3.](/cms/asset/33707164-01b0-43f6-94c0-50ff140aa3ad/uast_a_868595_o_f0004g.jpg)
TABLE 2 Diffusional capture efficiency with different ϵ (η E,D/η 0,D), where η Raynor,D is the prediction of Regan and Raynor (Citation2009)
TABLE 3 Interception capture efficiency (η E,R/η 0,R), where η Raynor,E is the prediction of Raynor (Citation2008)
TABLE 4 Inertial impaction capture efficiency (η E,I/η 0,I)
FIG. 9 Quality factor of elliptical fiber with different ϵ and θ when (a) Brownian diffusion, (b) interception, and (c) inertial impaction are dominated.
![FIG. 9 Quality factor of elliptical fiber with different ϵ and θ when (a) Brownian diffusion, (b) interception, and (c) inertial impaction are dominated.](/cms/asset/48abdbc5-e44c-4218-98e8-a92ba5255b8e/uast_a_868595_o_f0009g.jpg)