Difference between revisions of "ADC data"
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*# <math>E_{L} = \epsilon_{L}E_{0}e^{\frac{-(L-x)}{d}} </math> | *# <math>E_{L} = \epsilon_{L}E_{0}e^{\frac{-(L-x)}{d}} </math> | ||
*# <math>E_{R} = \epsilon_{R}E_{0}e^{\frac{-(L+x)}{d}} </math> | *# <math>E_{R} = \epsilon_{R}E_{0}e^{\frac{-(L+x)}{d}} </math> | ||
− | *# <math>x = ln(\frac{E_{L}}{E_{R}}\frac{\epsilon_{R}}{\epsilon_{L}}) | + | *# <math>x = ln( \frac{E_{L}}{E_{R}} \frac{\epsilon_{R}}{\epsilon_{L}})\frac{d}{2} </math> |
Revision as of 17:29, 18 May 2015
ADC data
Given that the center of the paddle is x=0 and +x is to the left and -x is to the right we have the following quantities.
- From TDC
- From ADC