Difference between revisions of "Integrated asymmetry"
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where<br> | where<br> | ||
<math>(-)=\left[\left(\frac{up}{Wup}-\frac{upbg}{Wupbg}\right) - \left(\frac{sd}{Wsd}-\frac{sdbg}{Wsdbg}\right)\right]</math> | <math>(-)=\left[\left(\frac{up}{Wup}-\frac{upbg}{Wupbg}\right) - \left(\frac{sd}{Wsd}-\frac{sdbg}{Wsdbg}\right)\right]</math> | ||
+ | <br> | ||
<math>(+)=\left[\left(\frac{up}{Wup}-\frac{upbg}{Wupbg}\right) + \left(\frac{sd}{Wsd}-\frac{sdbg}{Wsdbg}\right)\right]</math> | <math>(+)=\left[\left(\frac{up}{Wup}-\frac{upbg}{Wupbg}\right) + \left(\frac{sd}{Wsd}-\frac{sdbg}{Wsdbg}\right)\right]</math> | ||
+ | <br> | ||
=Cases was analysed= | =Cases was analysed= |
Revision as of 06:44, 7 June 2009
Integrated asymmetry calculation
where
up(ii) - D2O, detector Up, Wup - weighted coefficient for up(ii)
upbg(ii) - H2O, detector Up, Wup - weighted coefficient for upbg(ii)
sd(ii) - D2O, detector Side, Wup - weighted coefficient for sd(ii)
sdbg(ii) - N2O, detector Side, Wup - weighted coefficient for sdbg(ii)
For detector A summation is over [1000:1600] bin numbers
For detector C summation is over [900:1600] bin numbers
Error calculation
If assume:
Then
where
Cases was analysed
Det A:
D2O Up, files# [40,56,102,108,134,205,210,230];
H2O Up, files# [44];
D2O Side, files# [48,74,78,82,86,90,94,146,180,190,225,235];
H2O Side, files# [52];
Det C:
D2O Up, files# [49,75,79,83,87,91,95,147,181,191,226,236];
H2O Up, files# [53];
D2O Side, files# [41,57,103,107,135,206,211,231];
H2O Side, files# [45];
Results
Table 1: Det A, weighted with
Table 2: Det C, weighted with
Table 3: Det A, weighted with
Table 4: Det C, weighted with
Change the X-axis to nanosecond or neutron energy (TF)
Only one "s" in Asymmetry