1974
DOI: 10.1002/qj.49710042405
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The ionic conductivity of electrified clouds

Abstract: SUMMARYCalculations have been made, on the basis of the ionic balance equations derived by Phillips (1967), of the electrical conductivity of clouds in the presence, and in the absence, of secondary ion production resulting from corona.In weakly electrified clouds -no corona -the immobilization of ions on cloud droplets resulting from diffusional capture results in a reduced ionic concentration and conductivity. The normalized conductivity 1 (the ratio of the in-cloud value to the clear-air value at the same a… Show more

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Cited by 32 publications
(9 citation statements)
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References 11 publications
(5 reference statements)
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“…This is the same as in the cloud. Phillips (1967) and Griffiths et al (1974) pointed out that the conductivity of the air in the cloud is less than outside a cloud because cloud droplets remove ions. In our model, snowflakes remove ions instead of cloud droplets.…”
Section: Ductivity Of the Air (C)mentioning
confidence: 99%
“…This is the same as in the cloud. Phillips (1967) and Griffiths et al (1974) pointed out that the conductivity of the air in the cloud is less than outside a cloud because cloud droplets remove ions. In our model, snowflakes remove ions instead of cloud droplets.…”
Section: Ductivity Of the Air (C)mentioning
confidence: 99%
“…In an earlier study, Griffiths et al (1974) have shown that the effect of droplet charge (varied over a wide range) and its distribution over the droplets on normalized conductivity (the ratio of the in-cloud value to the clear-air value at the same altitude) is significantly very small in the weakly-electrified clouds. However, the only significant effect exercised by cloud charge is to introduce an asymmetry into the process of ionic immobilization.…”
Section: Effects Of Single and Multiple Droplet Chargesmentioning
confidence: 99%
“…The above two equations are balanced by the production of ions due to ionization from cosmic rays, i.e., q and loss of ions by various mechanism such as ion-ion recombination, which play a crucial role in ultra-fine particle formation in the lower atmosphere (Mohnen 1977;Yu and Turco 2001), and ion-droplet attachment within the cloud (Griffiths et al 1974). The last term of equations (1) and (2) indicates flux of positive (∇J z1 ) and negative (∇J z2 ) ions, respectively which produces an imbalance between both the ions in a region.…”
Section: Theoretical Formulationmentioning
confidence: 99%
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“…Under the tropospheric conditions, this coefficient is calculated via the ion diffusion coefficient [50,51]. Under stratospheric conditions, we can estimate the sticking coefficient of the ions to the drops using an approximation of the theory of "collisions" [52]:…”
Section: Dipole Interaction and Chemical Reactions On The Surface Of mentioning
confidence: 99%