2010
DOI: 10.1088/0022-3727/43/36/365205
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An analysis of corona field charging kinetics for polydisperse aerosol particles by considering concentration and mobility

Abstract: In this paper, the kinetics of the charging process of polydisperse aerosol particles in a unipolar corona field is analysed and the effects of the particle concentration and particle mobility on the charging kinetics are investigated theoretically. An equation for time constant is derived to evaluate charging time of the particles.

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Cited by 6 publications
(3 citation statements)
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“…The sharp part of the needle is located in a hole in a grounded copper plate so that the space between the tip of the needle and the edge of the hole forms a volumetric of corona plasma region (see Figure 1). Aerosol nanoparticles passing through the plasma collide with ions and electrons and acquire electrical charges (15,(28)(29)(30)(31)(32)(33). The Qa aerosol flow was supplied through a 6 mm diameter hole in the top of the sheath.…”
Section: Methodsmentioning
confidence: 99%
“…The sharp part of the needle is located in a hole in a grounded copper plate so that the space between the tip of the needle and the edge of the hole forms a volumetric of corona plasma region (see Figure 1). Aerosol nanoparticles passing through the plasma collide with ions and electrons and acquire electrical charges (15,(28)(29)(30)(31)(32)(33). The Qa aerosol flow was supplied through a 6 mm diameter hole in the top of the sheath.…”
Section: Methodsmentioning
confidence: 99%
“…Koseoglu and Alisoy (2011) extended the theory into a stationary and rotational cylindrical dielectric particle in unipolar corona field. Furthermore, Alisoy et al (2010) made the analysis on the effect of particle concentration and mobility on the charging process, and illustrated that the ion density variation and the particle drift velocity could significantly affect the field charging kinetics.…”
Section: Continuum Regime (1) Field Chargingmentioning
confidence: 99%
“…Aliat et al (2008;) presented a twodimensional numerical model on airborne particle charging in a negative wire-tube corona charger with the combination coefficients of negative ions and electrons to airborne particles calculated by Fuchs's model, the numerical results of which showed good agreement with experimental data of Marquard (2005). Alisoy (2012) also developed a numerical method to investigate the charging kinetics of poly-disperse particles in a coaxial electrode system, where a previous charging model considering ion concentration and particle mobility was adopted (Alisoy et al, 2010). Alonso (2009) investigated and compared the effects of four different initial mixing state on the charging process, which is often ignored by other researchers.…”
Section: (2) Numerical Modelling Of Unipolar Chargersmentioning
confidence: 99%