1977
DOI: 10.1086/155605
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Neutrino transport in supernova models - S[SUB]N[/SUB] method

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Cited by 29 publications
(18 citation statements)
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“…The tensor polarization is also included so that "weak magnetism" affects are included to all orders (Horowitz & Pérez-García 2003). The electron scattering rates from Yueh & Buchler (1977) are used for the inelastic scattering kernels. Nucleon scattering is assumed to occur within a single group, although the opacities are calculated using the full inelastic differential cross-sections.…”
Section: Physical Ingredientsmentioning
confidence: 99%
“…The tensor polarization is also included so that "weak magnetism" affects are included to all orders (Horowitz & Pérez-García 2003). The electron scattering rates from Yueh & Buchler (1977) are used for the inelastic scattering kernels. Nucleon scattering is assumed to occur within a single group, although the opacities are calculated using the full inelastic differential cross-sections.…”
Section: Physical Ingredientsmentioning
confidence: 99%
“…Variable Eddington moments of the neutrino phase space distribution are used for closing the moment equations, and the integrodifferential character of the Boltzmann equation is tamed by using the zeroth and first order angular moments (neutrino density and flux) in the source terms on the right hand side of the Boltzmann equation. This numerical approach is fundamentally different from the so-called S N methods (Carlson 1967;Yueh & Buchler 1977;Mezzacappa & Bruenn 1993a;Yamada et al 1999) which employ a direct discretization of the Boltzmann equation in all variables including the dependence on the angular direction of the radiation propagation.…”
Section: Boltzmann Solvers For Neutrino Transportmentioning
confidence: 99%
“…(A1) for Ye and T using implicit equilibrium energies and under the simplifying assumption that the neutrino fluxes vanish. Inelastic scattering of (all types of) neutrinos off electrons and positrons is implemented as in Yueh & Buchler (1977); Bruenn (1985); Rampp & Janka (2002), i.e. using a Legendre expansion in the scattering angle of neutrinos up to 1st order.…”
mentioning
confidence: 99%
“…using a Legendre expansion in the scattering angle of neutrinos up to 1st order. For the multidimensional generalization of the formalism of Yueh & Buchler (1977); Bruenn (1985); Rampp & Janka (2002) (who assumed spherical symmetry and therefore vanishing non-radial flux-vector components and non-diagonal Eddington-tensor components) we use the expressions given in Cernohorsky (1994). We obtain the Legendre coefficients of up to 1st order for each initial-state and final-state neutrino energy and each neutrino species by table interpolation.…”
mentioning
confidence: 99%