1987
DOI: 10.1086/164993
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Neutrino emission by the pair, plasma, and photo processes in the Weinberg-Salam model

Abstract: The results of numerical integrations of the rates and emissivities of the photo, pair, and plasma neutrino emission mechanisms in the Weinberg-Salam theory of the weak interaction are presented. We consider the range of densities 10 gm cm-s 5 p < lOI gm cm-s and the temperature range 10sK 5 T 5 10°K. We present fitting formulae, similar to those provided by Beaudet, Petrosian, and Salpeter (1967), which reproduce our numerical result for the total emissivity to within 20% in the temperature range 10s2K 5 T 5 … Show more

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Cited by 87 publications
(78 citation statements)
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“…To check whether neutrino X p 0.1 C cooling is energetically important, we follow the thermal evolution in our one-zone model. With the neutrino cooling rates of Schinder et al (1987), we find that the neutrino cooling timescale at the peak of the burst, , is ≈ s. In-4 t p C T/e 2 # 10 n V n tegrating over the cooling tail, we find that 20% of the burst energy is emitted as neutrinos. This can be regarded as an upper limit as the exponential burst timescale of our simulation is somewhat longer (4 hr) than typical.…”
Section: Model and Initial Conditionsmentioning
confidence: 83%
See 1 more Smart Citation
“…To check whether neutrino X p 0.1 C cooling is energetically important, we follow the thermal evolution in our one-zone model. With the neutrino cooling rates of Schinder et al (1987), we find that the neutrino cooling timescale at the peak of the burst, , is ≈ s. In-4 t p C T/e 2 # 10 n V n tegrating over the cooling tail, we find that 20% of the burst energy is emitted as neutrinos. This can be regarded as an upper limit as the exponential burst timescale of our simulation is somewhat longer (4 hr) than typical.…”
Section: Model and Initial Conditionsmentioning
confidence: 83%
“…For C V the electron contribution to , we use a modified version of C V the fit of Paczyński (1983), and for the ions include Coulomb corrections according to Potekhin & Chabrier (2000) using the linear mixing rule to sum over ion species (Chabrier & Potekhin 1998). Our code includes energy losses e cool due to neutrino emission (Schinder et al 1987) and a rough estimate of radiative cooling following Bildsten (1998). However, we find that the rise in temperature is so rapid that all cooling processes are negligible and have no impact on the peak temperature or the nuclear reactions powering the burst rise.…”
Section: Model and Initial Conditionsmentioning
confidence: 99%
“…Observations have determined that the ejecta of a typical SNIa are, by mass, 18% oxygen, 15% silicon, 13% iron, and 49% nickel (almost all in the unstable form 56 Ni which decays radioactively to 56 Fe), along with smaller amounts of carbon, calcium, sulphur and magnesium [37]. Elements emerge from SNIa in strata, with the lightest occupying the outermost layers.…”
Section: Abundancementioning
confidence: 99%
“…Special attention will be drawn here to the 4s electrons of iron as targets for mutually annihilating electron neutrinos and antineutrinos belonging to a dark matter halo. Stellar nucleosynthesis remains exothermic up until nickel but 56 Ni radioactively decays via 56 Co to 56 Fe, the most stable of all nuclides. Thus, iron is already and will continue to be an abundant element.…”
Section: Introductionmentioning
confidence: 99%
“…The neutrino cooling is computed using the interpolation formulas given in [16,17,18]. The photo-disintegration of nuclei is included via modifying EOS as in [19].…”
Section: Simulation Setupmentioning
confidence: 99%