1. figure out how well the model fits the data obtained with different source positions, 2. examine how much the parameters correlate with source angle, 3. find out a formula which represents an absorption efficiency.
1. sigma : energy resolution [channel] 2. gain1 : gain1 * E^gain2 [channel/keV] 3. gain2 : 4. norm31 : normalization of 31 keV line (main peak + exponential tail) [photons/sec/cm^2] 5. norm35 : normalization of 35 keV line (main peak + exponential tail) [photons/sec/cm^2] 6. norm53 : normalization of 53 keV line (mutau model) [photons/sec/cm^2] 7. norm81 : normalization of 53 keV line (mutau model) [photons/sec/cm^2] 8. tail_length : exp( (E-main_peak)/tail_length ) [channel] 9. tail_ratio : the ratio of counts which comes into exponential tail from photo-absorption events
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| .cg06_x_ba133_030304_8_c_ff.pha | cg08_x_ba133_030304_10_c_ff.pha | cg09_x_ba133_030304_11_c_ff..pha |
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| cg10_x_ba133_030304_12_c_ff.pha | cg11_x_ba133_030304_13_c_ff.pha | cg12_x_ba133_030304_14_c_ff.pha |
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| cg13_x_ba133_030304_15_c_ff.pha | cg15_x_ba133_030304_17_c_ff.pha | cg16_x_ba133_030304_18_c_ff.pha |
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| cg17_x_ba133_030304_19_c_ff.pha | cg18_x_ba133_030304_20_c_ff.pha | cg19_x_ba133_030304_21_c_ff.pha |
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| cg20_x_ba133_030304_22_c_ff.pha | cg21_x_ba133_030304_23_c_ff.pha | cg23_x_ba133_030304_25_c_ff.pha |
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| cg24_x_ba133_030304_26_c_ff.pha | cg25_x_ba133_030304_27_c_ff.pha | cg31_x_ba133_030304_33_c_ff.pha |
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| cg33_x_ba133_030304_35_c_ff.pha | cg34_x_ba133_030304_36_c_ff.pha | cg35_x_ba133_030304_37_c_ff.pha |
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| cg36_x_ba133_030304_38_c_ff.pha | cg37_x_ba133_030304_39_c_ff.pha | cg38_x_ba133_030304_40_c_ff.pha |
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| cg39_x_ba133_030304_41_c_ff.pha | cg_x_ba133_030304_3_c_ff.pha | cg_x_ba133_030304_4_c_ff.pha |
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| cg_x_ba133_030304_5_c_ff.pha | cg_x_ba133_200_21_030306_1_c_ff.pha | cg_x_ba133_200_21_030306_2_c_ff.pha |
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| cg_x_ba133_200_21_030306_3_c_ff.pha | cg_x_ba133_200_21_030306_4_c_ff.pha |
reduced chi-squared, sigma, and gain parameters |
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norm31 |
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norm35 |
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norm53 |
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norm81 |
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