Coaxial jets generated from electrified Taylor cones. Scaling laws

An experimental investigation on the electrified co-axial jets of two immiscible liquids issuing from a structured Taylor cone (Science 295 (5560) (2002) 1695) has been carried out. The structure of these almost conical electrified menisci consists of an outer meniscus surrounding an inner one. The...

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Bibliographic Details
Published in:Journal of aerosol science Vol. 34; no. 5; pp. 535 - 552
Main Authors: López-Herrera, J.M, Barrero, A, López, A, Loscertales, I.G, Márquez, M
Format: Journal Article
Language:English
Published: Oxford Elsevier Ltd 01-05-2003
Elsevier Science
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Summary:An experimental investigation on the electrified co-axial jets of two immiscible liquids issuing from a structured Taylor cone (Science 295 (5560) (2002) 1695) has been carried out. The structure of these almost conical electrified menisci consists of an outer meniscus surrounding an inner one. The liquid threads which issue from the vertex of each one of the menisci give rise to a two-concentric layered jet whose eventual breakup results in an aerosol of relatively monodisperse compound droplets with the outer liquid encapsulating the inner one. The effect of the flow rates of both liquids on the current transported by these coaxial jets and on the size of the compound droplets has been investigated. Several couples of liquids have been used to explore the influence on the spraying process of the properties of the liquids: i.e. the electrical conductivity K, dielectric constant β, interfacial tension of the liquid couple γ, viscosity μ, etc. We have found that the measurements of the current emitted through the coaxial jet when they are made dimensionless fit satisfactorily the current scaling law of regular electrosprays. Data of the mean diameter of the compound droplets have been obtained using a non-intrusive laser system. As expected the breakup process and therefore the droplet size are strongly dependent on the liquid viscosities and on the ratio of the liquid flow rates.
ISSN:0021-8502
1879-1964
DOI:10.1016/S0021-8502(03)00021-1