2005
DOI: 10.1088/1009-9271/5/2/007
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Statistics of Galactic Supernova Remnants

Abstract: Our statistics on Galactic supernova remnants (SNRs) shows that the electrons temperature (T ) of hard X-ray and the shock waves traveling velocity (υ) decreases with ages (t) for allsort remnants. However, the shock waves swept-up mass (M su ) of ISM increases with the age. Second, the remnant radio fluxes (S) at 1 GHz increase slightly with ISM electrons density (n 0 ). At last, the number distributions illustrate that the supernovae (SNe) initial kinetic energy (E 0 ), hydrogen column density (N H ), electr… Show more

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Cited by 38 publications
(57 citation statements)
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“…To estimate the age of the SNR from the vpshock model we used the relation t y = 3.8 × 10 2 R pc (kT ) −1/2 keV from Xu et al (2005) and assume the temperature derived from X-ray spectral modelling (0.25 keV) and the radius of the SNR, which results in ∼11.8 kyr, consistent with the age inferred by Gaensler et al (2003) from a preliminary X-ray spectral modelling. Also using a similar Sedov model and following Owen et al (2011) who applied it to the spectrum of the SMC SNR IKT 16, we derive -with a shock temperature of 0.17 keV, and the normalisation of the Sedov model fit of 3.74 × 10 −2 cm −5 -the following physical parameters for SNR J0453-6829: electron density in the X-ray emitting material of 1.56 cm −3 , dynamical age of 15.2 kyr, swept-up mass of 830 M and an explosion energy of 7.6 × 10 50 erg.…”
Section: Discussionmentioning
confidence: 95%
“…To estimate the age of the SNR from the vpshock model we used the relation t y = 3.8 × 10 2 R pc (kT ) −1/2 keV from Xu et al (2005) and assume the temperature derived from X-ray spectral modelling (0.25 keV) and the radius of the SNR, which results in ∼11.8 kyr, consistent with the age inferred by Gaensler et al (2003) from a preliminary X-ray spectral modelling. Also using a similar Sedov model and following Owen et al (2011) who applied it to the spectrum of the SMC SNR IKT 16, we derive -with a shock temperature of 0.17 keV, and the normalisation of the Sedov model fit of 3.74 × 10 −2 cm −5 -the following physical parameters for SNR J0453-6829: electron density in the X-ray emitting material of 1.56 cm −3 , dynamical age of 15.2 kyr, swept-up mass of 830 M and an explosion energy of 7.6 × 10 50 erg.…”
Section: Discussionmentioning
confidence: 95%
“…While SNRs can usually be seen for at most a few 10 5 years in X-rays and radio (for the methods used to estimate SNR ages see e.g. Xu et al 2005), BeXRBs are expected to become X-ray active much later (see below). Using the relation t y = 3.8 × 10 2 R pc (kT ) −1/2 keV from Xu et al (2005) of temperature derived from X-ray spectral modelling (0.23 keV) and the size of the SNR (∼2.5 in diameter, corresponding to ∼40 pc at a distance of 60 kpc), we estimate the age of the SNR to ∼16 ky.…”
Section: Discussionmentioning
confidence: 99%
“…Xu et al 2005), BeXRBs are expected to become X-ray active much later (see below). Using the relation t y = 3.8 × 10 2 R pc (kT ) −1/2 keV from Xu et al (2005) of temperature derived from X-ray spectral modelling (0.23 keV) and the size of the SNR (∼2.5 in diameter, corresponding to ∼40 pc at a distance of 60 kpc), we estimate the age of the SNR to ∼16 ky. If one compares the ages estimated for SNRs in the SMC by van der Heyden et al (2004) with their sizes as listed in Badenes et al (2010), one finds ages of at most 25 ky for remnants with diameters around 40-50 pc.…”
Section: Discussionmentioning
confidence: 99%
“…where d = 0.58 and e = 0.083kpc (Xu et al 2005). Assuming the SNR and PSR distributions plotted in Fig.2, the Galaxy should contain 217 SNRs and 13176 PSRs.…”
Section: Galactic Spatial Distributions Of Psrs and Snrs And Their Vhmentioning
confidence: 98%