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H
, km
10
1
8
2
j
g
3
j
f
6
v
t
4
4
2
5
Fig. 3.2
A sketch of thundercloud structure.
1
and
2
—centers of positive and negative charge
distributions.
3
—a lightning return stroke.
4
—air flow lines.
5
—a downpour.
Horizontal arrow
v
t
shows the direction of the thundercloud motion
thunderstorm is characterized by the local mean flash frequency about 0:05 s
1
.
Whence we can estimate the mean interval between lightning flashes as 20 s. The
charge of thunderstorm clouds is thus renewed for this short interval of time.
We now raise an interesting question, what is the basic mechanism for electric
charge formation in the thunderstorm cloud? The electric charges in the clouds are
concentrated on the small particles such as rain-drops, snowflake, pieces of ice and
aerosols. In stratus and stratocumulus clouds the charge of rain-drop reaches the
value of q
0
D
.10-100/e, where e is elementary charge, while in the nimbostratus
the charges of separate drops amounts to q
0
D
10
5
-10
6
e and in the thunderstorm
clouds the separate charges amounts to a very great value of the order of
10
6
-10
7
e
(Israël
1970
,
1973
, Imyanitov et al.
1971
, Muchnik and Fishman
1982
).
Despite that the electrical structure of a typical thundercloud is rather a strat-
iform, the most part of positive charges tend to pile up at the upper portion of
the thundercloud whereas most of negative charges predominantly accumulate at
its bottom (Coroniti
1965
;Nelson
1967
; Bhartendu
1969
; Wahlin
1973
;Winn
et al.
1974
; Uman
1987
; McGorman and Rust
1998
; Rakov and Uman
2003
). The
simplest model of the spatial charge separation in the thundercloud is shown in
Fig.
3.2
. In the middle latitudes the thundercloud top amounts to 8-12 km, while
in tropics the thundercloud top may be as high as 20 km. The thunderstorms are
mainly formed in the zone of power convective fluxes. The separation of oppositely
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