2019
DOI: 10.3847/1538-4357/ab2ad3
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Three-dimensional Hydrodynamic Simulations of Supernova Ejecta with a Central Energy Source

Abstract: We present the results of three-dimensional special relativistic hydrodynamic simulations of supernova ejecta with a powerful central energy source. We assume spherical supernova ejecta freely expanding with the initial kinetic energy of 10 51 erg. We performed two simulations with different total injected energies of 10 51 and 10 52 erg to see how the total injected energy affects the subsequent evolution of the supernova ejecta. When the injected energy well exceeds the initial kinetic energy of the supernov… Show more

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Cited by 29 publications
(12 citation statements)
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References 182 publications
(272 reference statements)
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“…We take for the mass of the CCSN ejecta M ej = 5M and for its kinetic energy is E SN = 4×10 51 erg. We take the initial density and velocity profiles of the ejecta from Suzuki & Maeda (2019) (their equations 1-6, with l = 1 and m = 10). Namely, we assume the ejecta outflows in its terminal velocity v(t) = r/t e , where t e is the time from explosion.…”
Section: Three-dimensional Hydrodynamical Proceduresmentioning
confidence: 99%
“…We take for the mass of the CCSN ejecta M ej = 5M and for its kinetic energy is E SN = 4×10 51 erg. We take the initial density and velocity profiles of the ejecta from Suzuki & Maeda (2019) (their equations 1-6, with l = 1 and m = 10). Namely, we assume the ejecta outflows in its terminal velocity v(t) = r/t e , where t e is the time from explosion.…”
Section: Three-dimensional Hydrodynamical Proceduresmentioning
confidence: 99%
“…An observational effect of this density spike could be a flat or very slow velocity evolution in spectroscopic lines. However, this density spike may also be an artefact of one-dimensional simulations, and can be washed out by turbulent mixing in higher dimensions (Chen et al 2016), but simulations suggest this is energydependent (Suzuki & Maeda 2019, 2021.…”
Section: Powering Mechanismsmentioning
confidence: 99%
“…We take the ejecta a long time after the explosion, such that the initial (when we start the simulation) velocity at each radius is v(r) = r/t 0 , where t 0 is the time after explosion when we start the simulation. We take the initial density profile from Suzuki & Maeda (2019) (their equation 1-6, with l = 1 and m = 10), which reads…”
Section: Numerical Setupmentioning
confidence: 99%