Difference between revisions of "Se170063 Thin Window Analysis"

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In order to try to pin down the ratio of pure selenium to the selenium in the soil, try using a 2 channel window to find the signal. The error in the signal will be found by integrating a gaussian over the window and finding the error by expanding sigma by its own error.  
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In order to try to pin down the ratio of pure selenium to the selenium in the soil, try using a 2 channel window to find the signal. The error in the signal will be found by standard error propagation in mathematica. Since the max value is fixed, it does not appear in the stats box, but I have included it in the table.
  
  
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||Original Background ||  
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||Maximum of Histogram||
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||Original Background
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||Expanded Background
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||Signal Background
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||Signal in Thin Window
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||Background Subtracted Signal
 
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Revision as of 18:40, 2 November 2017

In order to try to pin down the ratio of pure selenium to the selenium in the soil, try using a 2 channel window to find the signal. The error in the signal will be found by standard error propagation in mathematica. Since the max value is fixed, it does not appear in the stats box, but I have included it in the table.


400 <t< 640 sec 1100 < t < 1360 sec 1875 < t < 2150 2650 < t < 2930 sec 3400 < t < 3690 sec 4120 < t < 4400 sec 4840 < t < 5130 sec
Thin Window
Original Window
Expanded Window
Maximum of Histogram
Original Background
Expanded Background
Signal Background
Signal in Thin Window
Background Subtracted Signal
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