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A. J. Onifer

Publications and source records attributed to A. J. Onifer.

3 recordsLinked to original sources

The Metallicity Dependence of Wolf-Rayet Mass Loss

We produce models of early WN, WC, and WO stars as a function of metallicity Z using an analytic CAK-type approach. At log(Z / Z_sun) >= -2 both WN and WC stars have the approximate dependence Mdot \propto Z^{0.5}. For a WN wind the mass-loss rate drops rapidly below log(Z / Z_sun) = -2, and no wind solution can be found for log(Z / Z_sun) < -3. For WC and WO winds the mass-loss rate plummets in the range -3 <= log(Z / Z_sun) <= -2 and tends to flatten due to the self-enrichment of C and O to around 10^{-8} M_sun yr^{-1} for log(Z / Z_sun) <= -4. No significant difference in Mdot was found for WC versus WO stars at low metallicity.

astro-ph

Population III Wolf-Rayet Stars in the CAK Regime

Wolf-Rayet (WR) stars near solar metallicity are believed to be driven by radiation pressure on the UV spectral lines of metal ions. As the metallicity decreases so does the line opacity, therefore the mass-loss rate. However, since the composition of a WR atmosphere is determined by the burn products of the core, there is a lower limit on the line opacity -- and therefore the mass-loss rate -- of a WR star, even in a star with zero initial metallicity. This presentation is the result of attempt to calculate the mass-loss rate of a Population III-type WO star using a modified version of the CAK approximation. I find that n_e greater than or equal to 10^{13} cm^{-3} and Gamma between 0.5 and 0.7 give the most plausible results, with the resulting mass-loss rate between 2x10^{-9} M_sun yr^{-1} and 3x10^{-8} M_sun yr^{-1}.

astro-ph

A Conceptual Analysis of Mass Loss and Frequency Redistribution in Wolf-Rayet Winds

To better understand Wolf-Rayet stars as progenitors of gamma-ray bursts, an understanding of the effect metallicity has on Wolf-Rayet mass loss is needed. Using simple analytic models, we study the Mdot - Z relation of a WN star and compare the results to similar models. We find that Mdot roughly follows a power law in Z with index 0.88 from -2.5 < log Z/Z_sun < -1 and appears to flatten by log Z/Z_sun ~ -0.5.

astro-ph