1989
DOI: 10.1007/bf00056328
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Haser model CN, C2 and C3 production rates in some comets

Abstract: Emission fluxes of CN, C2 and C3 species observed in the coma of some comets are analysed in the framework of Haser model. CN, Cz and C3 production rates are determined using recently derived fluorescence efficiencies and dependence of CN, C2 and C3 production rates on the heliocentric distance is studied. Evidence for a burst type activity around January 15, 1974 in the post-perihelion period of comet Kohoutek (1973f) is observed.

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Cited by 10 publications
(7 citation statements)
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“…The flux ratio between C 2 (∆v = 0) and C 2 (∆v = 1) is about 1.9. This result is consistent with the fluorescence efficiency L/N of C 2 (∆v = 0) = 4.5×10 −23 erg s −1 and L/N of C 2 (∆v = 1) = 2.4 × 10 −23 erg s −1 (de Almeida et al 1989), which indicates that the C 2 (∆v = 0) emission should be about 1.9 times stronger than the emission of C 2 (∆v = 1). We consider this agreement to be additional evidence suggesting that our C 2 detections are real.…”
Section: Emission and Production Ratesupporting
confidence: 87%
“…The flux ratio between C 2 (∆v = 0) and C 2 (∆v = 1) is about 1.9. This result is consistent with the fluorescence efficiency L/N of C 2 (∆v = 0) = 4.5×10 −23 erg s −1 and L/N of C 2 (∆v = 1) = 2.4 × 10 −23 erg s −1 (de Almeida et al 1989), which indicates that the C 2 (∆v = 0) emission should be about 1.9 times stronger than the emission of C 2 (∆v = 1). We consider this agreement to be additional evidence suggesting that our C 2 detections are real.…”
Section: Emission and Production Ratesupporting
confidence: 87%
“…The g-value of 388 nm CN (0,O) band is obtained multiplying the listed radiance per column density at rh = 1 AU by 4n and the effect of heliocentric distance was incorporated by a g 0~ rhQ power law (Tatum, 1984). For other bands recently derived g-factors (see Table I of Almeida et al, 1989) were used. Columns l-5 of Table I are self-explanatory and list observational parameters of comets Bennett (196913 197011), West (1975n = 1976VI), P Halley (1982i), Hartley-Good (19851) and Bradfield (1987s).…”
Section: Theoretical Formalism and Numerical Resultsmentioning
confidence: 99%
“…The derived CN, Cz and C3 production rates presented in Table I using recently obtained fluorescence efficiencies (Almeida et al, 1989) may have a systematic error amounting to about +20 percent and where possible these results were compared with the ones found in the literature. (Sekanina, 1982)), the expected errors should be at least twice as much since the data used (Sivaraman et al, 1979) corresponds to observations performed after the primary nucleus (A) of the comet had split in these four fragments close to perihelion passage (February 25.22, 1976 (UT)).…”
Section: Theoretical Formalism and Numerical Resultsmentioning
confidence: 99%
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