1980
DOI: 10.1029/rg018i002p00361
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Precipitation‐powered mechanisms of cloud electrification

Abstract: This article reviews those mechanisms of cloud electrification which are based on gravitational separation of precipitation particles and examines at some length the inductive charging mechanism. It is concluded that through the inductive mechanism, glaciated clouds can develop a maximum current density Jmax of 0.1 µA m−2 with a maximum field Emax of about 3.5 × 105 V m−1 (which values are necessary for the occurrence of lightning flashes in them) within a time of 1000 s provided that the precipitation intensi… Show more

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Cited by 16 publications
(15 citation statements)
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“…Consequently, aeolian features that have a mass stratification process (upward winds, downward gravity) will develop well‐separated charging centers in the dust storm, giving rise to an overall storm dipole electric field. The process is similar to the situation in thunderstorms where light ice of positive charge is blown upward relative to heavier, negatively charged ice and rain [ Mathpal et al , 1980; Volland , 1984].…”
Section: Introductionmentioning
confidence: 71%
See 1 more Smart Citation
“…Consequently, aeolian features that have a mass stratification process (upward winds, downward gravity) will develop well‐separated charging centers in the dust storm, giving rise to an overall storm dipole electric field. The process is similar to the situation in thunderstorms where light ice of positive charge is blown upward relative to heavier, negatively charged ice and rain [ Mathpal et al , 1980; Volland , 1984].…”
Section: Introductionmentioning
confidence: 71%
“…While we anticipate the development of charge centers within the devil, we also expect that the overall charge in the devil to have a net value of zero, making n L Q L = −n S Q S and where Δv = v L − v S < 0 is the differential velocity between large and small grains. A similar assumption is applied in thunderstorm charging [ Mathpal et al , 1980]. While charge neutrality is applied and the system is treated as closed, in reality some charge may escape, and a discussion of the relaxing of charge neutrality is presented in the conclusions.…”
Section: Electrostatic Modelmentioning
confidence: 99%
“…Placing into and time‐differentiating yields where the prime indicates the time‐differentiation operation, d/dt. At this point, the expression is similar to Equation (A10) of Mathpal et al [1980] that describes the induction electrification process between graupel and water/ice in terrestrial thunderstorms. We now deviate from that work in two key ways: First, a different driving function Q L ′ will be implemented based on triboelectric processes [ Melnik and Parrot , 1998; Desch and Cuzzi , 2000] instead of induction process, and the atmospheric conductivity, σ, will be considered for both Earth and Mars.…”
Section: Electrostatic Systemmentioning
confidence: 94%
“…They created an electrodynamic model of a dust devil by applying the methodology used for modelling terrestrial thunderstorms, e.g. see Mathpal et al (1980) to the induction electrification process between graupel and water/ice in terrestrial thunderstorms. The time derivative of the electric field, E, is related to rate of charging on the larger grains, Q L , by…”
Section: Applications Of the Charge Exchange Mechanism To Dust Devilsmentioning
confidence: 99%