On the new braking index of PSR B0540-69: further support for magnetic field growth of neutron stars following submergence by fallback accretion
K. Yavuz Ek\c{s}i

TL;DR
This paper supports the magnetic field growth scenario in neutron stars, showing that recent braking index measurements of PSR B0540-69 align with the theory that fallback accretion submerges magnetic fields, which then diffuse outward over time.
Contribution
It provides observational evidence linking braking indices and space velocities of pulsars to magnetic field growth via fallback accretion, reinforcing the field burial model.
Findings
Braking index of PSR B0540-69 changed from ~2 to a lower value, indicating different magnetic field growth phases.
The recent braking index is consistent with high space velocity, supporting the inverse relation predicted by the field burial scenario.
The study suggests magnetic field growth in neutron stars is episodic, with periods of slowed or halted growth.
Abstract
The magnetic fields of the nascent neutron stars could be submerged in the crust by rapid fallback accretion and could diffuse to the surface later in life. According to this field burial scenario young pulsars may have growing magnetic fields, a process known to result with less-than-three braking indices; larger braking indices implying longer field-growth time-scales. A nascent neutron star with a larger kick velocity would accrete less amount of matter leading to a shallower burial of its field and a more rapid field growth. Such an inverse relation between the field growth time-scale inferred from the braking indices and space velocity of pulsars was claimed in the past as a prediction of the field-burial scenario. With a braking index of and large space velocity PSR~B0540--69 was then an outlier in the claimed relation. The object recently made a transition to a rapid…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
