2020
DOI: 10.1103/physrevd.102.024087
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Gravitational waves and mass ejecta from binary neutron star mergers: Effect of the spin orientation

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Cited by 20 publications
(24 citation statements)
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“…Studying the energetics during the postmerger, one finds that spin aligned systems can create merger remnants with larger angular momentum than non-spinning systems. Consequently, collapse to a BH happens at later times [125]. We note that simulations also indicate that characteristic frequencies in the postmerger, which generally also follow quasi-universal relations [57,58,64,133,470,509,510], might shift under the presence of spin.…”
Section: Spinmentioning
confidence: 61%
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“…Studying the energetics during the postmerger, one finds that spin aligned systems can create merger remnants with larger angular momentum than non-spinning systems. Consequently, collapse to a BH happens at later times [125]. We note that simulations also indicate that characteristic frequencies in the postmerger, which generally also follow quasi-universal relations [57,58,64,133,470,509,510], might shift under the presence of spin.…”
Section: Spinmentioning
confidence: 61%
“…The main advantage of NR simulations is that the Einstein Equations can be solved directly by numerical discretization of the equations. Over the last years, the NR community has made tremendous progress on several fronts: (i) the exploration of the BNS parameter space by systematically varying the EOSs, total mass, mass ratio, spin, and eccentricity, e.g., [65,66,71,125,174,177,180,183,[191][192][193][194]226,242,275,287,288,295,333,389,425,453,475,487,507,530,532]; (ii) the development of numerical schemes allowing many-orbits simulations with high-accuracy GWs, e.g., [63,72,175,274,277,294,455]; (iii) the increasing realism of microphysical schemes that incorporate magnetic effects, finite-temperature EOSs, composition effects, and neutrino transport, e.g., [26,130,224,228,229,231,235,240,296,297,…”
Section: Numerical Relativity Simulationsmentioning
confidence: 99%
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“…This assumption is based on the spin distribution of Galactic BNSs, which indicates that the magnitude of the dimensionless spin parameter χ = cIω/(GM 2 ) 0.05 (Zhu et al 2018). In general, however, the spin of the neutron star may have a significant effect on the outflows (see, e.g., East et al 2019;Most et al 2019;Chaurasia et al 2020). For a BHNS system, the parameters of interest for the neutron star are again the mass and the tidal deformability.…”
Section: Connecting Binary Progenitor To Outflow Propertiesmentioning
confidence: 99%
“…They are characterized as having a mass greater than the maximum value for a uniformly rotating neutron star, but are supported against gravitational collapse by the differential motion of their interior fluids. Numerical simulations (for recent examples, see Kastaun & Galeazzi (2015); Kastaun et al (2017); Dietrich et al (2017); Radice et al (2018); Most et al (2019); Hanauske et al (2019); Ruiz et al (2020); Chaurasia et al (2020)) show that after a period of ∼ 10 ms of nonlinear evolution, post-merger objects settle into equilibria supported against collapse by differential rotation. These equilibria can be highly eccentric and emit gravitational radiation that could be detected by gravitational wave interferometers (Abbott et al 2019).…”
Section: Introductionmentioning
confidence: 99%