The Ratio of Cloud to Cloud-Ground Lightning Flashes in Thunderstorms

S. A. Prentice Department of Electrical Engineering, University of Queensland, Australia

Search for other papers by S. A. Prentice in
Current site
Google Scholar
PubMed
Close
and
D. Mackerras Department of Electrical Engineering, University of Queensland, Australia

Search for other papers by D. Mackerras in
Current site
Google Scholar
PubMed
Close
Restricted access

Abstract

Observations of the ratio of cloud to cloud-ground lightning flashes in thunderstorms have been reviewed, and used to obtain empirical relationships between this ratio (z), latitude (λ) and annual thunder-days (T). The 29 observations, covering a latitude range 69°N to 37°S, gave a mean value of z of 3.35. The empirical relationship proposed between z and λ is
zλλλ
From 26 pairs of values of z and T, covering the range 5 to 81 thunderdays per year, the proposed relationship is
zTTT
zT

Information on z for high latitudes is sparse. It is probable that z lies between 1 and 2 for λ > 60° and T < 10.

The existence of a relationship between z and T is attributed to the fact that both are related to latitude. The relationship between z and λ probably depends on the variation of freezing level height with latitude, and a possible relationship between z and freezing level height is examined.

Where both λ and T are known, the proposed estimate of z for λ up to 60° and T up to 84 is
zλTλTλ

Abstract

Observations of the ratio of cloud to cloud-ground lightning flashes in thunderstorms have been reviewed, and used to obtain empirical relationships between this ratio (z), latitude (λ) and annual thunder-days (T). The 29 observations, covering a latitude range 69°N to 37°S, gave a mean value of z of 3.35. The empirical relationship proposed between z and λ is
zλλλ
From 26 pairs of values of z and T, covering the range 5 to 81 thunderdays per year, the proposed relationship is
zTTT
zT

Information on z for high latitudes is sparse. It is probable that z lies between 1 and 2 for λ > 60° and T < 10.

The existence of a relationship between z and T is attributed to the fact that both are related to latitude. The relationship between z and λ probably depends on the variation of freezing level height with latitude, and a possible relationship between z and freezing level height is examined.

Where both λ and T are known, the proposed estimate of z for λ up to 60° and T up to 84 is
zλTλTλ
Save