The Timing Noise of PSR 0823+26, PSR 1706-16, PSR 1749-28, PSR 2021+51 and The Anomalous Braking Indices
arXiv:astro-ph/9902280 · doi:10.1046/j.1365-8711.1999.02505.x
Abstract
We have investigated the stability of the pulse frequency second derivatives () of PSR 0823+26, PSR 1706-16, PSR 1749-28, PSR 2021+51 which show significant quadratic trends in their pulse frequency histories in order to determine whether the observed second derivatives are secular or they arise as part of noise processes. We have used TOA data extending to more than three decades which are the longest time spans ever taken into account in pulse timing analyses. We investigated the stability of pulse frequency second derivative in the framework of low resolution noise power spectra (Deeter 1984) estimated from the residuals of pulse frequency and TOA data. We have found that the terms of these sources arise from the red torque noise in the fluctuations of pulse frequency derivatives which may originate from the external torques from the magnetosphere of pulsar.
Cited by in corpus (16)
- An analysis of the timing irregularities for 366 pulsars
- Pulsar timing noise from superfluid turbulence
- 21 years of Timing PSR B1509-58
- Pulsar Braking Indices, Glitches and Energy Dissipation In Neutron Stars
- Pulsar Spindown by a Fall-Back Disk and the P-P_dot Diagram
- Timing Observations of 27 Pulsars at the Pushchino Observatory from 1978 to 2012
- A strong correlation in radio pulsars with implications for torque variations
- Instability of Superfluid Flow in the Neutron Star Core
- Monotonic and cyclic components of radio pulsars spin-down
- Detection of long nulls in PSR B170616, a pulsar with large timing irregularities
- Pulse Frequency Fluctuations of Magnetars
- On the Peculiar Rotational Evolution of PSR B0950+08
- Evidence of longterm cyclic evolution of radio pulsar periods
- Understanding the residual patterns of timing solutions of radio pulsars with a model of magnetic field oscillation
- Modeling the evolution and distribution of the frequency's second derivative and the braking index of pulsar spin
- On the peculiarities in the rotational frequency evolution of isolated neutron stars