Pulsar braking and the P–$\dot{P}$ diagram

The location of radio pulsars in the period–period derivative (P–P˙) plane has been a key diagnostic tool since the early days of pulsar astronomy. Of particular importance is how pulsars evolve through the P–P˙ diagram with time. Here we show that the decay of the inclination angle (α˙) between the...

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Main Authors: Johnston, S, Karastergiou, A
Format: Journal article
Published: Oxford University Press 2017
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author Johnston, S
Karastergiou, A
author_facet Johnston, S
Karastergiou, A
author_sort Johnston, S
collection OXFORD
description The location of radio pulsars in the period–period derivative (P–P˙) plane has been a key diagnostic tool since the early days of pulsar astronomy. Of particular importance is how pulsars evolve through the P–P˙ diagram with time. Here we show that the decay of the inclination angle (α˙) between the magnetic and rotation axes plays a critical role. In particular, α˙ strongly impacts on the braking torque, an effect that has been largely ignored in previous work. We carry out simulations that include a negative α˙ term, and show that it is possible to reproduce the observational P–P˙ diagram without the need for either pulsars with long birth periods or magnetic field decay. Our best model indicates a birth rate of one radio pulsar per century and a total Galactic population of ∼20 000 pulsars beaming towards Earth.
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spelling oxford-uuid:7c3ad292-feb9-4837-b18f-0fde512dbd462022-03-26T20:55:41ZPulsar braking and the P–$\dot{P}$ diagramJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:7c3ad292-feb9-4837-b18f-0fde512dbd46Symplectic Elements at OxfordOxford University Press2017Johnston, SKarastergiou, AThe location of radio pulsars in the period–period derivative (P–P˙) plane has been a key diagnostic tool since the early days of pulsar astronomy. Of particular importance is how pulsars evolve through the P–P˙ diagram with time. Here we show that the decay of the inclination angle (α˙) between the magnetic and rotation axes plays a critical role. In particular, α˙ strongly impacts on the braking torque, an effect that has been largely ignored in previous work. We carry out simulations that include a negative α˙ term, and show that it is possible to reproduce the observational P–P˙ diagram without the need for either pulsars with long birth periods or magnetic field decay. Our best model indicates a birth rate of one radio pulsar per century and a total Galactic population of ∼20 000 pulsars beaming towards Earth.
spellingShingle Johnston, S
Karastergiou, A
Pulsar braking and the P–$\dot{P}$ diagram
title Pulsar braking and the P–$\dot{P}$ diagram
title_full Pulsar braking and the P–$\dot{P}$ diagram
title_fullStr Pulsar braking and the P–$\dot{P}$ diagram
title_full_unstemmed Pulsar braking and the P–$\dot{P}$ diagram
title_short Pulsar braking and the P–$\dot{P}$ diagram
title_sort pulsar braking and the p dot p diagram
work_keys_str_mv AT johnstons pulsarbrakingandthepdotpdiagram
AT karastergioua pulsarbrakingandthepdotpdiagram