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Define models to represent the observed ACA CCD dark current distribution. Provide a function to degrade the CCD for a delta time.
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dx = 0.1
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sigma = 0.25
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xg = array([-0.625, -0.525, -0.425, -0.325, -0.225, -0.125, -0
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yg = array([ 0.00707646, 0.01775689, 0.03796914, 0.06918429
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NPIX = 1048576
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xall = array([ 2.12201845e+00, 2.38094387e+00, 2.67146296
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imin = 0
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imax = 79
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Broken power-law. Pars are same as bpl1d: 1: gamma1 2: gamma2 3: x_b (break point) 4: x_r (normalization reference point) 5: ampl1 |
Smoothed broken power-law. Pars are same as bpl1d (NOT + gaussian sigma): 1: gamma1 2: gamma2 3: x_b (break point) 4: x_r (normalization reference point) 5: ampl1 # NOT 6: sigma (bins) |
Smoothed broken power-law. Pars are same as bpl1d (NOT + gaussian sigma): 1: gamma1 2: gamma2 3: x_b (break point) 4: x_r (normalization reference point) 5: ampl1 # NOT 6: sigma (bins) |
Generate and return a 'pristine' (zero-year) dark current map. This was empirically derived. |
Degrade CCD (dark current map) for dyear years. The input 'dark' map is updated in place. |
Return the multiplicative scale factor to convert a CCD dark map from the nominal -19C temperature to the temperature T. Based on an overall reduction of 0.62 after changing from -15 to -19. |
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xg
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yg
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xall
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