1983
DOI: 10.1007/978-94-009-7222-3
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Physics of Meteoric Phenomena

Abstract: R. LUST, President Max-Planck Gesellscha/t/iir Forderung der Wissenscha/ten, Miinchen, F.R.G. R~E.. ¥ul)IN, Vn4ve~fP)l pI tot;onto, T~~l!nto, Ont., Canada

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Cited by 397 publications
(439 citation statements)
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“…The echo-forming mechanism suggested by Westman (1997) depends on a combination of increased ionisation rate and compression of the interaction volume in front of a meteoroid to raise the electron density to above critical. For this mechanism to work, the meteor-gas interaction must take place in the so-called free molecular¯ow regime (Bronshten, 1983). If the particle size is increased at a given atmospheric mean free path, the interaction moves away from the free-molecular regime into a transitional regime where a part of the ablated meteor matter is continually slipping o the meteor coma and into the meteor trail.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…The echo-forming mechanism suggested by Westman (1997) depends on a combination of increased ionisation rate and compression of the interaction volume in front of a meteoroid to raise the electron density to above critical. For this mechanism to work, the meteor-gas interaction must take place in the so-called free molecular¯ow regime (Bronshten, 1983). If the particle size is increased at a given atmospheric mean free path, the interaction moves away from the free-molecular regime into a transitional regime where a part of the ablated meteor matter is continually slipping o the meteor coma and into the meteor trail.…”
Section: Discussionmentioning
confidence: 99%
“…If the particle size is increased at a given atmospheric mean free path, the interaction moves away from the free-molecular regime into a transitional regime where a part of the ablated meteor matter is continually slipping o the meteor coma and into the meteor trail. As de®ned by Bronshten (1983), a 1-mm radius particle would remain in the free-molecular regime down to about 85-km altitude. Of course, the boundaries between the di erent¯ow regimes are not hard, and it appears that some aspect of the target formation is very sensitive to plasma loss, thus possibly preventing the plasma density from ever reaching critical in the case of the larger particles.…”
Section: Discussionmentioning
confidence: 99%
“…The ablation in our model starts as soon as the surface of the meteoroid reaches the boiling temperature (e.g. Bronshten 1983), which means as the classical model of ablation suggests, when the "glue" evaporates and grains are released. The classical equation of mass loss is then given by:…”
Section: Ablation Modelmentioning
confidence: 97%
“…where Λ, the heat-transfer coefficient, is equal to or less than unity, since the energy expended on ablation cannot exceed the total kinetic energy of the oncoming stream molecules (Bronshten 1983), and L is the heat of ablation (energy that must be delivered to a mass dm in order to melt and/or vaporize it).…”
Section: Ablation Modelmentioning
confidence: 99%
“…The velocity v(t) and mass m (t) of a projectile are represented by the following equations, using the theory of dynamics of a meteoroid by Bronshten [1983]: 4. A simplified model can predict penetration track lengths and diameters of captured projectiles.…”
Section: Data Scatter and Track Shapementioning
confidence: 99%