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HRC Science and Calibration - S. Murray
HRC Imaging and Deconvolution - M. Karovska
The HRC Degapping Procedure - A. Kenter
Imaging Characteristics Affecting the LETGS - V. Kashyap
Non-Linearities in the HRC-S Detector - R. van der Meer
Characteristics of the HRC Background - M. Juda
The Decrease in ACIS Low-Energy Sensitivity - P. Plucinsky
ACISABS Parameters:
par1 = Days between Chandra launch and ACIS observation
par2 = norm parameter in decay rate equation
par3 = tauinf parameter in decay rate equation
par4 = tefold parameter in decay rate equation
par5 = Number of carbon atoms in hydrocarbon
par6 = Number of hydrogen atoms in hydrocarbon
par7 = Number of oxygen atoms in hydrocarbon
par8 = Number of nitrogen atoms in hydrocarbon
ACIS Background - M. Markevitch
Evolution of ACIS Charge Transfer Inefficiency - C. Grant
Including CTI Time Dependence in the PSU CTI Corrector -
L. Townsley
ACIS Spectral Response - A. Vikhlinin
Performance Tests and Verification of Current ACIS FEFs - N. Schulz
Future ACIS Calibration Work - D. Schwartz
Glenn Allen answers:
The effect of the dead area is something that affects the flux (i.e. the
ARF). The pieces involved in computing the ARF are GTIs, DTCOR, QE,
and QEU.
The GTIs are only for occasions when no data is available due to a dropped
frame, a flush, bad aspect, etc. The DTCOR compensates for flushes and the
41 ms readout time. The QE is from a model which does not include the
cosmic-ray background. The QEU is relative to the readout, which is defined
to be 1. Therefore, the dead area is not included for ACIS data. (i.e.
ACIS flux numbers are systematically low by the average fraction of the dead
area.)
I think it would not be too difficult to modify the various pieces of the
puzzle to handle a dead area correction. I will not go into the details of
such a change. What may require more work is quantifying the correction
(either average values for the BI and FI CCDs or as functions of a
telemetered quantity?).
Exploring the Limits of the ACIS Pile-up Model - J. Davis
On the use of HETGS higher order spectra for science analysis -
N. Schulz
Absolute Time Calibration - A. Rots
Computation of Times of Arrival for CC Mode Events -
G. Allen
These questions are very closely related, so I will answer them jointly.
Before using acis_process_events to compute the times of arrival of continuous clocking mode event data, the values of RA_TARG and DEC_TARG should be modified to be as accurate as possible (i.e. < 0.5 arcsec). Otherwise the inaccuracy of the source position will result in a corresponding inaccuracy of the times of arrival. The best values to use for RA_TARG and DEC_TARG are the reconstructed values instead of the actual source coordinates. For example, if the continuous clocking mode observation is IMMEDIATELY proceeded by a timed mode observation to determine the coordinates of the source, then use the RA and DEC coordinates of the source, as determined using the timed mode observation, should be used for RA_TARG and DEC_TARG. Use of the reconstructed position of the source instead of the actual position will help avoid inaccuracies in the times of arrival due to inaccuracies in the aspect solution. However, in some cases it is not possible to use the reconstructed position. In these cases, use the actual RA and DEC coordinates for RA_TARG and DEC_TARG. Since the aspect solution is accurate to one pixel or less most of the time, use of the actual position of the source should be fine most of the time.
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Page last modified on:
24 August 2010 |
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