2017
DOI: 10.1007/s12036-017-9473-6
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Flux-Vortex Pinning and Neutron Star Evolution

Abstract: Abstract. G. Srinivasan et al. (1990) proposed a simple and elegant explanation for the reduction of the neutron star magnetic dipole moment during binary evolution leading to low mass X-ray binaries and eventually to millisecond pulsars: Quantized vortex lines in the neutron star core superfluid will pin against the quantized flux lines of the proton superconductor. As the neutron star spins down in the wind accretion phase of binary evolution, outward motion of vortex lines will reduce the dipole magnetic mo… Show more

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Cited by 24 publications
(21 citation statements)
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(33 reference statements)
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“…This is most probably untrue since all known braking indices are smaller than 3, indicating that pulsars lose energy via processes different from the electromagnetic ones [31]. Gravitational wave energy losses [31] and interaction with surrounding disks [3,4,32] may play some role in pulsar spin down. To this purpose, Van der Swaluw and Wu [30] considered pulsars residing in composite supernova remnants consisting of plerionic and shell-type components to estimate the pulsar birth periods.…”
Section: New-born Pulsar Initial Parametersmentioning
confidence: 99%
“…This is most probably untrue since all known braking indices are smaller than 3, indicating that pulsars lose energy via processes different from the electromagnetic ones [31]. Gravitational wave energy losses [31] and interaction with surrounding disks [3,4,32] may play some role in pulsar spin down. To this purpose, Van der Swaluw and Wu [30] considered pulsars residing in composite supernova remnants consisting of plerionic and shell-type components to estimate the pulsar birth periods.…”
Section: New-born Pulsar Initial Parametersmentioning
confidence: 99%
“…In particular, neutron vortices may pin to proton fluxoids in the core of NSs (Muslimov & Tsygan 1985;Sauls 1989) (see also Alpar (2017) for a recent review), considering protons form a type−II superconductor, as first argued by Baym et al (1969). Because a toroidal magnetic field is expected to be present in the outer core of a NS, in the region beneath the crust (see, e.g.…”
Section: Introductionmentioning
confidence: 99%
“…The modelling of pulsar glitches requires at least two different components in the star (Baym et al 1969): a normal component, which is coupled on short timescales to the magnetosphere, and a superfluid component, which stores angular momentum by pinning it to impurities in the crust (Anderson & Itoh 1975) or to fluxtubes in the core of the star (Alpar 2017). This reservoir occasionally releases angular momentum to the observable normal component of the star, giving rise to the glitch, even though the matter of exactly what triggers the glitch itself is still under debate (Haskell & Melatos 2015).…”
Section: Introductionmentioning
confidence: 99%