Search in Xamin or Browse... |
PMPULSAR - Parkes Multibeam Survey New Pulsar Catalog |
HEASARC Archive |
The PM Survey is specifically targeted for (i) obscured regions of the Galactic plane, (ii) young pulsars,and (iii) binary pulsars with massive companions. As of August 1999, analysis of about 50% of the total expected data to be collected has resulted in the confirmed detection of over 400 new pulsars (an increase of more than 50% of the known population).
Here are some of the features of the PM Survey:
Survey Area: -260 < l < 50 deg , -5 < b < 5 deg Center Frequency: 1374 MHz Bandwidth: 288 MHz (96 channels x 3 MHz per channel x 2 polarizations) Sampling Rate: 0.25 ms x 1 bit per channel Integration Time: 35 min per pointing (13 beams per pointing) Data Storage: DLT tape (about 35 GB per tape) Sensitivity: about 7 times better than previous 400 MHz surveys
J/MNRAS/328/17: The Parkes Multi-Beam Pulsar Survey. I. Observing and Data Analysis Systems, Discovery and Timing of 100 Pulsars, Manchester R.N., Lyne A.G., Camilo F., Bell J.F., Kaspi V.M., D'Amico N., McKay N.P.F., Crawford F., Stairs I.H., Possenti A., Kramer M., Sheppard D.C. <Mon. Not. R. Astron. Soc. 328, 17 (2001)> J/MNRAS/335/275: The Parkes Multibeam Pulsar Survey. II. Discovery and Timing of 120 Pulsars, Morris D.J., Hobbs G., Lyne A.G., Stairs I.H., Camilo F., Manchester R.N., Possenti A., Bell J.F., Kaspi V.M., D'Amico N., McKay N.P.F., Crawford F., Kramer M. <Mon. Not. R. Astron. Soc. 335, 275 (2002)> J/MNRAS/342/1299: The Parkes Multi-Beam Pulsar Survey. III. Young Pulsars and the Discovery and Timing of 200 Pulsars, Kramer M., Bell J.F., Manchester R.N., Lyne A.G., Camilo F., Stairs I.H., D'Amico N., Kaspi V.M., Hobbs G., Morris D.J., Crawford F., Possenti A., Joshi B.C., McLaughlin M.A., Lorimer D.R., Faulkner A.J. <Mon. Not. R. Astron. Soc. 342, 1299 (2003)>
Name
Name of the pulsar using the standard designation for pulsars, based
on its J2000 coordinates.
RA
The Right Ascension of the pulsar. This is given to various precisions
in the originating table, ranging from 0.0001 to 1 seconds of time.
Dec
The Declination of the pulsar. This is given to various precisions
in the originating table, ranging from 0.001 arcseconds to 1 arcminute.
LII
The Galactic Longitude of the pulsar.
BII
The Galactic Latitude of the pulsar.
RA_Error
The positional uncertainty of the pulsar, in seconds of time.
Dec_Error
The positional uncertainty of the pulsar, in arcseconds.
Period
The pulsar barycentric period, in seconds. This is given to various
precisions in the originating table, notice.
Period_Error
The uncertainty in the pulsar barycentric period, in seconds.
Period_Dot
The first time derivative of the pulsar barycentric period, in
units of 10-15 seconds per second (10-15 s/s).
Period_Dot_Error
The uncertainty in the first time derivative of the pulsar
barycentric period, in units of 10-15 seconds per second (10-15 s/s).
Ref_Epoch
The reference epoch for the timing parameters such as barycentric
period, given in MJD in the originating table.
DM
The pulsar Dispersion Measure (DM), in units of pc/cm3.
DM_Error
The uncertainty in DM, in units of pc/cm3.
Flux_1400_MHz
The time-averaged flux density of the pulsar at 1400 MHz, in
milliJanskies (mJy).
Flux_1400_MHz_Error
The uncertainty in the 1400 MHz flux density, in mJy.
Distance
The derived distance of the pulsar, in kpc.
Binary_Status
This flag is set to 'Y' for those pulsars that are in
binary systems. A table with information on the binary parameters can be found
in the file
http://heasarc.gsfc.nasa.gov/FTP/heasarc/dbase/misc_files/pmpulsar/binary.dat
Log_Age
The log10 of the characteristic age T in years (set to null
if the period derivative Period_dot is not positive), calculated using the
standard relation T = (0.5*Period/Period_dot).
Log_B_Surf
The log10 of the surface magnetic field strength B_surf in
Gauss (set to null if the period derivative Period_dot is not positive),
calculated using the standard relation
B_surf = 3.2 x 1019 x (Period x Period_dot)0.5.
Log_E_Dot
The log10 of the total energy loss rate E_dot in erg/s
(set to null if the period derivative Period_dot is not positive),
calculated using the standard relation
E_dot = 4 x pi2 * I * (Period_dot/Period3), and an assumed value for the
moment of inertia I of 1045 gm cm2.