2011
DOI: 10.1051/0004-6361/201117525
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A new comprehensive 2D model of the point spread functions of theXMM-NewtonEPIC telescopes: spurious source suppression and improved positional accuracy

Abstract: Aims. We describe here a new full 2D parameterization of the PSFs of the three XMM-Newton EPIC telescopes as a function of instrument, energy, off-axis angle and azimuthal angle, covering the whole field-of-view (FoV) of the three EPIC detectors. It models the general PSF envelopes, the primary and secondary spokes, their radial dependencies, and the large-scale azimuthal variations.Methods. This PSF model has been constructed via the stacking and centering of a large number of bright, but not significantly pi… Show more

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Cited by 56 publications
(45 citation statements)
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“…The cores and spoke patterns of the PSFs were then modelled independently so that implementation within the XMM-Newton SAS calibration software then enables PSFs to be reconstructed that take the off-axis and azimuthal locations of a source into account, as well as the energy band. The details of the issues associated with the default PSF and the construction and validation of the empirical PSF are presented in Read et al (2011).…”
Section: Source Detection Using the Empirical Point Spread Function (mentioning
confidence: 99%
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“…The cores and spoke patterns of the PSFs were then modelled independently so that implementation within the XMM-Newton SAS calibration software then enables PSFs to be reconstructed that take the off-axis and azimuthal locations of a source into account, as well as the energy band. The details of the issues associated with the default PSF and the construction and validation of the empirical PSF are presented in Read et al (2011).…”
Section: Source Detection Using the Empirical Point Spread Function (mentioning
confidence: 99%
“…With the empirical PSFs, fewer such spurious detections are found, especially in the wings of bright objects positioned at larger (>6 ) offaxis angles. Thirdly, as a result of the work on the PSFs, the astrometric accuracy of XMM-Newton source positions has been significantly improved (see Read et al 2011).…”
Section: Source Detection Using the Empirical Point Spread Function (mentioning
confidence: 99%
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“…Ghizzardi (2002) studied 110 XMM-Newton observations to calibrate the EPIC-pn PSF and provided equations (based on the best-fit King profile) to calculate the 1-dimensional (1D) PSF profile (also see Costantini, Freyberg & Predehl 2005). Meanwhile, the 1D and 2D PSF profiles were modelled separately with a 1D King profile and a 2D ELLBETA model by the XMM-Newton calibration team (Read et al 2011), with the best-fit parameters given in the latest Current Calibration Files (CCF). However, it was noticed that the 2D ELLBETA model requires further calibration in the PSF wing (Schartel, private communication), while the CCF files only provide 1D PSF parameters for a discrete set of off-axis angles and energies, so we decided to adopt the Ghizzardi (2002) PSF which should be accurate enough for our study.…”
Section: Psf Of Xmm-newton Epic-pnmentioning
confidence: 99%
“…We chose to use segment lengths 1/3 as long as our 12.75 hr observing intervals in order to closely match the timescale we used in our analysis in Section 4.1. We used 50% overlap as suggested by Press et al (2002). After applying Welch's method to each of our two 12.75 hr intervals, we combined the results to produce one average power spectrum.…”
Section: Power Spectrum Analysismentioning
confidence: 99%