The 31-year Rotation History of the Millisecond Pulsar J1939+2134 (B1937+21)
arXiv:1908.03026 · doi:10.3847/1538-4357/ab6f75
Abstract
The timing properties of the millisecond pulsar PSR J1939+2134 -- very high rotation frequency, very low time derivative of rotation frequency, no timing glitches and relatively low timing noise -- are responsible for its exceptional timing stability over decades. It has been timed by various groups since its discovery, at diverse radio frequencies, using different hardware and analysis methods. Most of this timing data is now available in the public domain in two segments, which have not been combined so far. This work analyzes the combined data by deriving uniform methods of data selection, derivation of Dispersion Measure (DM), accounting for correlation due to "red" noise, etc. The timing noise of this pulsar is very close to a sinusoid, with a period of approximately years. The main results of this work are (1) The clock of PSR J1939+2134 is stable at the level of almost one part in over about years, (2) the power law index of the spectrum of electron density fluctuations in the direction of PSR J1939+2134 is , (3) a Moon sized planetary companion, in an orbit of semi major axis about astronomical units and eccentricity , can explain the timing noise of PSR J1939+2134, (4) Precession under electromagnetic torque with very small values of oblateness and wobble angle can also be the explanation, but with reduced confidence, and (5) there is excess timing noise of about s amplitude during the epochs of steepest DM gradient, of unknown cause.
References in corpus (14)
- TEMPO2, a new pulsar timing package. I: Overview
- Tempo2, a new pulsar timing package. II: The timing model and precision estimates
- The NANOGrav 11-year Data Set: High-precision timing of 45 Millisecond Pulsars
- Data analysis recipes: Using Markov Chain Monte Carlo
- Assessing the Role of Spin Noise in the Precision Timing of Millisecond Pulsars
- Data analysis recipes: Fitting a model to data
- Dispersion Measure Variations and their Effect on Precision Pulsar Timing
- NANOGrav Limits on Gravitational Waves from Individual Supermassive Black Hole Binaries in Circular Orbits
- New advances in the Gaussian-process approach to pulsar-timing data analysis
- Autoregressive Times Series Methods for Time Domain Astronomy
- Pulsar Timing Errors from Asynchronous Multi-Frequency Sampling of Dispersion Measure Variations
- On The Existence of Planets Around the Pulsar PSR B0329+54
- Data analysis recipes: Probability calculus for inference
- The 1969 Glitch in the Crab Pulsar Revisited