Orientation-Specific Dynamic Shape Factors for Doublets and Triplets of Spheres in the Transition Regime
Open Access
- 1 January 1996
- journal article
- research article
- Published by Taylor & Francis in Aerosol Science and Technology
- Vol. 24 (1), 36-44
- https://doi.org/10.1080/02786829608965350
Abstract
The dynamic shape factor for singly charged doublets and triangular triplets of uniform spheres (polystyrene latex particles) in the Knudsen number range 0.2–1.3 has been measured using a differential mobility analyzer (DMA). The shape factor turned out to be dependent on the intensity of the electric field created in the DMA. Thus, for doublets it was found that at low field strengths the point charge on the particles causes them to be inclined 45° with respect to the electric field, whereas at higher field intensity they become parallel to the field due to induced polarization. The adjusted diameter of the sphere having the same slip-correction factor as the nonspherical particle has also been discussed. The adjusted diameter was found to be almost the same as the volume equivalent diameter in the case of 45°-oriented particles.Keywords
This publication has 21 references indexed in Scilit:
- Characterization of particles by modulated dynamic light scattering. I. TheoryThe Journal of Chemical Physics, 1994
- Drag Force and Slip Correction of Aggregate AerosolsAerosol Science and Technology, 1988
- Dynamic Shape Factor of a Plate-Like ParticleAerosol Science and Technology, 1988
- Slip correction measurements for aerosol particles of doublet and triangular triplet aggregates of spheresJournal of Aerosol Science, 1985
- Slip Correction Measurements of Spherical Solid Aerosol Particles in an Improved Millikan ApparatusAerosol Science and Technology, 1985
- Viscous Resistance of Straight-Chain Aggregates of Uniform SpheresAerosol Science and Technology, 1982
- Free-molecule drag on straight chains of uniform spheresJournal of Applied Physics, 1981
- Slip correction factors for nonspherical bodies—II free molecule flowJournal of Aerosol Science, 1973
- Slip correction factors for nonspherical bodies—I Introduction and continuum flowJournal of Aerosol Science, 1973
- Slip correction factors for nonspherical bodies—III the form of the general lawJournal of Aerosol Science, 1973