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Karen Meech Institute for Astronomy TOPS 2003
TOPS Image Processing Karen Meech Institute for Astronomy TOPS 2003 Image copyright, R. Wainscoat, IfA Image courtesy K. Meech
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Basic Image Processing
CCD is an array of detectors -- pixels Each has a different sensitivity We need to calibrate the instrumental effects
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Today’s Goals Transfer your data files Learn how to analyze your data
Learn photometry software Learn astrometry software Learn how to measure positions Weekend Assignment Analyze your data Think about science conclusions Prepare something to share on Monday Plots List of problems/questions
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Image Processing Steps
Bias Subtraction Removes the low level e- put in so none left behind Flat Field Correction Exposures on a bright uniform source (sky, dome) Cosmetic Corrections Fixing bad columns Fixing bad pixels Cosmic Ray cleaning
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Cosmetic Changes Random bright spots Only a problem if land on stars
High energy particles from space “single” pixel hits Only a problem if land on stars Can affect photometry Can Remove – but usually not necessary
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Image Combining Increases S/N on object Decreases noise
Can remove background defects Can simulate non-sidereal tracking
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What the Teams will Do Jupiter Mars Extrasolar Planets Variable Stars
Photometry software Measure pos, size Mars Extrasolar Planets Differential photometry Create light curve Variable Stars Photometry of stars Differential photometry to get absolute calibration of variables KBOs Blinking to search frames for objects Astrometry
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Photometry Counting up how much light falls on the detector from star
Aperture How big to use? Sky Background Where to measure? How? Background objects Images, Courtesy J. Bauer
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Photometry Types Absolute Differential True brightness
Photometric (Eggen-o-metric) Requires standards Differential Tolerates some cloud Corrects for extinction Airmass cloud Measure many stars as reference Noise & repeat measurements – S/N Copyright R. Wainscoat Images, Courtesy K. Meech
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Differential Light curve
Images, Courtesy K. Meech
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Astrometry Precise position meas Map 3-D sky to 2-D image Technique
Measure “centroids” of many stars Fit for plate center Fit for scale, rotation Fit for warping, stretching Requirements Finding the objects Blinking Different color planes memorization 6.6’ FOV (1/2 CCD) [above] 40” section [lower] Images, Courtesy K. Meech
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Astrometry Precise position meas Map 3-D sky to 2-D image Technique
Measure “centroids” of many stars Fit for plate center Fit for scale, rotation Fit for warping, stretching Requirements Finding the objects Blinking Different color planes memorization 6.6’ FOV (1/2 CCD) [above] 40” section [lower] Images, Courtesy K. Meech
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