1990
DOI: 10.1029/gl017i012p02277
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The physical nature of ball lightning

Abstract: Ball lightning (BL) is mathematically modelled assuming a solid, positively charged core exists at its center. The large amount of energy occasionally associated with BL is mainly due to the electrostatic (ES) energy of the charge on the core. The upper energy limit is determined by the size and strength of the core and this energy can be orders of magnitude greater than the energy which can be confined by atmospheric pressure alone. A pure electron layer and a plasma layer surround the core. The charge of the… Show more

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Cited by 15 publications
(5 citation statements)
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References 10 publications
(2 reference statements)
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“…Indeed, it has been suggested that a BL can serve as a natural electromagnetic cavity (Kapitsa 1955;Watson 1960;Tonks 1960;Silberg 1961;Dawson & Jones 1969;Jennison 1973;Endean 1976;Muldrew 1990;Zheng 1990;Wessel-Berg 2003). The lowest eigenmode of such a cavity has frequency…”
Section: Frequency Rangementioning
confidence: 99%
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“…Indeed, it has been suggested that a BL can serve as a natural electromagnetic cavity (Kapitsa 1955;Watson 1960;Tonks 1960;Silberg 1961;Dawson & Jones 1969;Jennison 1973;Endean 1976;Muldrew 1990;Zheng 1990;Wessel-Berg 2003). The lowest eigenmode of such a cavity has frequency…”
Section: Frequency Rangementioning
confidence: 99%
“…BLs are believed by many authors, although not unanimously (Smirnov 1993), to be accompanied by RF activity in just the frequency range where perytons are observed. Indeed, it has been suggested that a BL can serve as a natural electromagnetic cavity (Kapitsa 1955;Watson 1960;Tonks 1960;Silberg 1961;Dawson & Jones 1969;Jennison 1973;Endean 1976;Muldrew 1990;Zheng 1990;Wessel-Berg 2003). The lowest eigenmode of such a cavity has frequency 2 f c ∼ c/D, (1) where D is the BL diameter, and c is the speed of light.…”
Section: Frequency Rangementioning
confidence: 99%
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“…They suggest that for a BL with typical size and temperature (2000-2500 K) the multiplication of electrons by atomic collisions should be sufficient to sustain the plasma at realistic electric fields. Muldrew, [15], considers a mathematical model of BL assuming that a solid, positively charged core exists at its center. The large amount of energy occasionally associated with BL is mainly due to the electrostatic energy of the charge on the core.…”
Section: Modelsmentioning
confidence: 99%
“…In a mathematical description of this model given by Muldrew (1990), referred to as Paper 1 below, both a first-order theory and second-order theory are presented. In the first order theory it is assumed that the electron density is zero for a < r < b where r is distance measured from the center of the ball (see Fig.…”
Section: Modelmentioning
confidence: 99%