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Asymptotic treatment of the Elenbaas–Heller equation

 

作者: H. K. Kuiken,  

 

期刊: Applied Physics Letters  (AIP Available online 1991)
卷期: Volume 58, issue 17  

页码: 1833-1835

 

ISSN:0003-6951

 

年代: 1991

 

DOI:10.1063/1.105103

 

出版商: AIP

 

数据来源: AIP

 

摘要:

When the maximum temperatures within a high‐pressure gas discharge arc are lower than the ionization temperature of the gas molecules by an order of magnitude, an asymptotic treatment of the temperature equation is possible. This is illustrated by means of the Elenbaas–Heller equation [e.g., M. F. Hoyaux,ArcPhysics(Springer, Berlin, 1968), p. 36] for a nonradiating wall‐stabilized arc. The asymptotics lead to a closed‐form expression for the relationship between the arc current and the axis temperature. An expression for the heat loss per unit length is also given.

 

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