1983
DOI: 10.1086/161188
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The evolution of large planetary nebulae and their central stars

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Cited by 149 publications
(114 citation statements)
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“…The spectral energy distribution, constructed from all four measurements imply that the bulk of the radio emission, up to 14.7 GHz, is coming from an optically thick environment. However, the calculated brightness temperature at 1.4 GHz of T b ≈ 2 K and excellent agreement with the flux predicted from Hβ (from Kaler (1983)) imply optically thin free-free emission at frequencies ν > 1 GHz. One can argue that both NVSS and ATCA flux measurements could be affected by the missing flux problem due to the relatively large angular size of this PN (θ opt ≈ 60 ′′ ).…”
Section: Abell 51 (Png0176-102)supporting
confidence: 76%
“…The spectral energy distribution, constructed from all four measurements imply that the bulk of the radio emission, up to 14.7 GHz, is coming from an optically thick environment. However, the calculated brightness temperature at 1.4 GHz of T b ≈ 2 K and excellent agreement with the flux predicted from Hβ (from Kaler (1983)) imply optically thin free-free emission at frequencies ν > 1 GHz. One can argue that both NVSS and ATCA flux measurements could be affected by the missing flux problem due to the relatively large angular size of this PN (θ opt ≈ 60 ′′ ).…”
Section: Abell 51 (Png0176-102)supporting
confidence: 76%
“…Borkowski, & Tsvetanov 1995) showed nebular C iv absorption. As the He ii or H Zanstra temperatures of their central stars are ∼50,000 K and ∼70,000 K, respectively (Kaler & Jacoby 1991;Kaler 1983), these observations are not useful for the study of 10 5 K gas. N v lines have small oscillator strengths, so are difficult to detect.…”
Section: Uv Views Of Hot Gas In Planetary Nebulaementioning
confidence: 99%
“…The conventional method (known as the Zanstra method) is to derive the central-star temperature from a comparison of the nebular recombination flux with the stellar continuum magnitude. This method has been applied to more than 300 nebulae (Kaler 1983;Pottasch 1984;Shaw and Kaler 1989;Gleizes, Acker, and Stenholm 1989;Gathier and Pottasch 1989). Since the Zanstra method assumes that the nebula is optically thick, and PNe change from optically thick to optically thin in hydrogen and helium at different times, this can lead to different estimates of the central-star temperature by using hydrogen or helium lines.…”
Section: Central-star Temperaturesmentioning
confidence: 99%
“…The fact that stellar atmospheres are not well approximated by blackbodies can also contribute to errors in the Zanstra temperatures (Henry and Shipman 1986). However, it can be argued that since PNe central stars have a large variety of spectral types and abundances, the blackbody assumption is probably no worse than any specific set of atmosphere models (Kaler 1983). …”
Section: Central-star Temperaturesmentioning
confidence: 99%