// ENTER CAID, CAMPN, and Analyst WITHIN THE QUOTES IN THE FOLLOWING 2 LINES ... $caid="115"; // e.g. $caid = "90"; $campn="D1"; // e.g. $campn = "D2" or $campn = "Q"; $analyst="D.Kelly, D. Padgett"; // e.g. $analyst="D. Kelly"; // YOU CAN SKIP DOWN TO THE OUTCOME SECTION NOW. include ("IOC_connect.php"); // this line isn't for you include ("IOC_log_fns.php"); // this line isn't for you $db = ioc_db_connect(); $query="select * from ioc_tasks where camp_crnt = '$campn' and caid = $caid limit 1"; $result = mysql_query($query); if (mysql_num_rows($result) != 1) { echo "
Principal:
Deputy:
Analyst:
AORKEYS: if (! $aorkeys) {echo "unknown";} else { echo $aorkeys;}?>
Last Updated: if (file_exists($file)) {echo date("D M d Y, H:i:s", filemtime($file) ) ;} ?>
Filename median (DN/s) Stim Level MIPS.1.0006757888.0000.0000.01.mipl.fits 1808 FloodB low MIPS.1.0006757888.0000.0001.01.mipl.fits 1908 FloodB low MIPS.1.0006757888.0000.0002.01.mipl.fits 1934 FloodB low MIPS.1.0006757888.0001.0000.01.mipl.fits 0 AllOff -- MIPS.1.0006757888.0001.0001.01.mipl.fits 12 AllOff -- MIPS.1.0006757888.0001.0002.01.mipl.fits 12 AllOff -- MIPS.1.0006757888.0002.0000.01.mipl.fits 4114 FlatA low MIPS.1.0006757888.0002.0001.01.mipl.fits 4196 FlatA low MIPS.1.0006757888.0002.0002.01.mipl.fits 4226 FlatA low MIPS.1.0006757888.0003.0000.01.mipl.fits 2 AllOff -- MIPS.1.0006757888.0003.0001.01.mipl.fits 14 AllOff -- MIPS.1.0006757888.0003.0002.01.mipl.fits 14 AllOff -- MIPS.1.0006757888.0004.0000.01.mipl.fits 8586 FloodB high MIPS.1.0006757888.0004.0001.01.mipl.fits 9172 FloodB high MIPS.1.0006757888.0004.0002.01.mipl.fits 9346 FloodB high MIPS.1.0006757888.0005.0000.01.mipl.fits 14 AllOff -- MIPS.1.0006757888.0005.0001.01.mipl.fits 22 AllOff -- MIPS.1.0006757888.0005.0002.01.mipl.fits 20 AllOff -- MIPS.1.0006757888.0006.0000.01.mipl.fits 22948 FlatA high difference image 24530 MIPS.1.0006757888.0006.0001.01.mipl.fits 17262 FlatA high difference image 25520 MIPS.1.0006757888.0006.0002.01.mipl.fits 17220 FlatA high difference image 25682 MIPS.1.0006757888.0007.0000.01.mipl.fits 32 AllOff -- MIPS.1.0006757888.0007.0001.01.mipl.fits 32 AllOff -- MIPS.1.0006757888.0007.0002.01.mipl.fits 28 AllOff -- The following results were found in ATLO ground testing with CE1: 00-349 01-117 220 286 02-224 292 03-022 039 070 128 170 HTSINK Tmp: 2.255 1.965 1.547 1.463 4.5 5.4 ?? 4.54 4.58 5.51 MICBP Tmp: 2.535 2.396 1.623 1.586 4.5 5.4 ?? 4.75 4.79 5.68 24umFlatA: 4014 4068 4100 4114 4200 4280 4200 4190 4202 4272 4398 24umFloodB: 1896 1926 1930 1928 1940 1965 1950 1945 1953 1971 2014 The HTSINK and MICBP temperatures during campaign D1 were roughly 1.32K. The expected brightness for 24FlatA was about 4100 +/- 100 DN/s, and for 24FloodB the expected brightness was about 1930 +/- 30 DN/s. The ground test results are always for the 2nd DCE of a pair of stim DCEs, so the comparison values from campaign D1 are 4196 DN/s and 1908 DN/s, both of which lie within the expected range from ground testing. There is not adequate ground data to predict the bright stim levels. They were set very high for possible use in photon-flood anneals. 24FlatA is set adequately bright for this purpose, but 24FloodB would need to be turned up brighter if we wanted to use it for a photon flood anneal. As had been seen from the ground, the slope measured by the first DCE in each exposure is typically 5% lower than the value measured on subsequent DCEs. (Could this be due to the spacecraft slope fitting algorithm assuming that the exposure time for DCE0 is the same as all subsequent DCEs? The exposure time for DCE0 is shorter by 1 second, due to the two bias boost frames at the start of the exposure.) However, the highly saturated 24FlatA observations have a higher median DN/s for DCE0 than for the two subsequent DCEs since the exposure time is shorter and the ramp saturates later in the ramp for the first exposure. This can be seen in the following plot:
Another interesting detail, also noted in ground testing, is that the array temperature responds to the level of illumination. The very bright 24FlatA stim produces a noticable rise in temperature, as seen in the following plot:
Operationally speaking, a sizable percentage of the array will have to saturate before the temperature is affected by more than 20 mK.