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Original Articles

Energy-Balanced Oscillatory Model for Description of Particles Deposition and Re-Entrainment on Fiber Collector

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Pages 330-337 | Received 01 May 2003, Accepted 01 Dec 2003, Published online: 17 Aug 2010

Figures & data

FIG. 1 Single-fiber in cell geometry.

FIG. 1 Single-fiber in cell geometry.

FIG. 2 Picture of dendrite structures; results in simulations, d f = 30 [μm], d p = 1 [μ m], Q f = −9 * 10− 9 [C/m] (airflow from the upside), (a) with resuspension and (b) without resuspension.

FIG. 2 Picture of dendrite structures; results in simulations, d f = 30 [μm], d p = 1 [μ m], Q f = −9 * 10− 9 [C/m] (airflow from the upside), (a) with resuspension and (b) without resuspension.

FIG. 3 Fractal dimension of deposits as function of particle diameter; β = 90°.

FIG. 3 Fractal dimension of deposits as function of particle diameter; β = 90°.

FIG. 4 Local porosity of dendrites as a function of particle diameter; β = 90°.

FIG. 4 Local porosity of dendrites as a function of particle diameter; β = 90°.

FIG. 5 Angular distribution of deposited particles (a) with resuspension and (b) without resuspension.

FIG. 5 Angular distribution of deposited particles (a) with resuspension and (b) without resuspension.

FIG. 6 Relation between single-fiber efficiency, particle diameter, and angle between axis of the fiber and direction of main gas flow β; (a) with resuspension and (b) without resuspension.

FIG. 6 Relation between single-fiber efficiency, particle diameter, and angle between axis of the fiber and direction of main gas flow β; (a) with resuspension and (b) without resuspension.

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