Changeset 6533 for trunk/MagicSoft
- Timestamp:
- 02/16/05 16:40:35 (20 years ago)
- Location:
- trunk/MagicSoft/TDAS-Extractor
- Files:
-
- 1 added
- 2 edited
-
Calibration.tex (modified) (2 diffs)
-
PheVsCharge-11.eps (added)
-
Results.tex (modified) (1 diff)
Legend:
- Unmodified
- Added
- Removed
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trunk/MagicSoft/TDAS-Extractor/Calibration.tex
r6529 r6533 378 378 per FADC counts over the tested intensity region. This test includes all systematic uncertainties 379 379 in the calculation of the number of photo-electrons and the computation of the mean signal. 380 A more detailed investigation o nthe linearity will be shown in a380 A more detailed investigation of the linearity will be shown in a 381 381 separate TDAS~\cite{tdas-calibration}, although there, the number of photo-electrons will be calculated 382 in a more direct way.382 in a more independent way. 383 383 384 384 \par … … 386 386 obtained for different light intensities 387 387 and colours for three exemplary inner and three exemplary outer pixels using a fixed window on 388 8 FADC slices. The conversion factor seem to be linear to a good approximation,388 8 FADC slices. The conversion factor seems to be linear to a good approximation, 389 389 except for two cases: 390 390 \begin{itemize} -
trunk/MagicSoft/TDAS-Extractor/Results.tex
r6516 r6533 19 19 \hline 20 20 \hline 21 1 & Fixed Win. (4,4) & \ok & -- & \ok & \no & \no & -- & -- & \ best& \best \\22 2 & Fixed Win. (4,6) & \ok & -- & \ok & \no & \no & -- & -- & \ best& \best \\23 3 & Fixed Win. (6.6) & \ok & -- & \ok & \ok & \no & -- & -- & \ best& \ok \\21 1 & Fixed Win. (4,4) & \ok & -- & \ok & \no & \no & -- & -- & \no & \best \\ 22 2 & Fixed Win. (4,6) & \ok & -- & \ok & \no & \no & -- & -- & \no & \best \\ 23 3 & Fixed Win. (6.6) & \ok & -- & \ok & \ok & \no & -- & -- & \ok & \ok \\ 24 24 4 & Fixed Win. (8,8) & \no & -- & \ok & \ok & \ok & -- & -- & \best & \ok \\ 25 25 5 & Fixed W. (14,10) & \no & -- & \no & \ok & \ok & -- & -- & \best & \ok \\ 26 26 \hline 27 6 & Fix. Win. Spline (4,4) & \ok & -- & \ok & \no & \no & -- & -- & \ ok& \ok \\28 7 & Fix. Win. Spline (4,6) & \ok & -- & \ok & \no & \no & -- & -- & \ ok& \ok \\29 8 & Fix. Win. Spline (6.6) & \ok & -- & \ok & \ok & \no & -- & -- & \ ok& \ok \\27 6 & Fix. Win. Spline (4,4) & \ok & -- & \ok & \no & \no & -- & -- & \no & \ok \\ 28 7 & Fix. Win. Spline (4,6) & \ok & -- & \ok & \no & \no & -- & -- & \no & \ok \\ 29 8 & Fix. Win. Spline (6.6) & \ok & -- & \ok & \ok & \no & -- & -- & \no & \ok \\ 30 30 9 & Fix. Win. Spline (8,8) & \no & -- & \ok & \ok & \ok & -- & -- & \ok & \ok \\ 31 31 10 & Fix. Win. Spl. (14,10) & \no & -- & \no & \ok & \ok & -- & -- & \ok & \ok \\ 32 32 \hline 33 11 & Fix. Win. Peak S. (2,2)& \ok & -- & \no & \no & \no & -- & -- & \ ok& \ok \\34 12 & Fix. Win. Peak S. (4,4)& \ok & -- & \ok & \no & \no & -- & -- & \ ok& \ok \\35 13 & Fix. Win. Peak S. (4.6)& \ok & -- & \ok & \no & \no & -- & -- & \ ok& \ok \\36 14 & Fix. Win. Peak S. (6,6)& \ok & -- & \ok & \ok & \no & -- & -- & \ ok& \ok \\33 11 & Fix. Win. Peak S. (2,2)& \ok & -- & \no & \no & \no & -- & -- & \no & \ok \\ 34 12 & Fix. Win. Peak S. (4,4)& \ok & -- & \ok & \no & \no & -- & -- & \no & \ok \\ 35 13 & Fix. Win. Peak S. (4.6)& \ok & -- & \ok & \no & \no & -- & -- & \no & \ok \\ 36 14 & Fix. Win. Peak S. (6,6)& \ok & -- & \ok & \ok & \no & -- & -- & \no & \ok \\ 37 37 15 & Fix. Win. Peak S. (8,8)& \no & -- & \ok & \ok & \ok & -- & -- & \ok & \ok \\ 38 38 16 & Fix. Win. Pk S. (14,10)& \no & -- & \no & \ok & \ok & -- & -- & \ok & \ok \\ 39 39 \hline 40 17 & Slid. Win. (2,2) & \ok & \ok & \ok & \no & \ok & \no & \no & \ok& \ok \\41 18 & Slid. Win. (4,4) & \ok & \ok & \ok & \ok & \ok & \no & \no & \ok& \ok \\42 19 & Slid. Win. (4.6) & \ok & \ok & \ok & \ok & \ok & \ok & \no & \ok & \ok \\43 20 & Slid. Win. (6,6) & \no & \ok & \ok & \ok & \ok & \no & \ok & \ok & \ok \\44 21 & Slid. Win. (8,8) & \no & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok \\45 22 & Slid. W. (14,10) & \no & \ok & \ok & \ok & \ok & \no & \ok & \ok & \ok \\40 17 & Slid. Win. (2,2) & \ok & \ok & \ok & \no & \no & \no & \no & \no & \ok \\ 41 18 & Slid. Win. (4,4) & \ok & \ok & \ok & \ok & \ok & \no & \no & \no & \ok \\ 42 19 & Slid. Win. (4.6) & \ok & \ok & \ok & \ok & \ok & \ok & \no & \ok & \ok \\ 43 20 & Slid. Win. (6,6) & \no & \ok & \ok & \ok & \ok & \no & \ok & \ok & \ok \\ 44 21 & Slid. Win. (8,8) & \no & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok \\ 45 22 & Slid. W. (14,10) & \no & \ok & \ok & \ok & \ok & \no & \ok & \ok & \ok \\ 46 46 \hline 47 23 & Spline Amplitude & \ok &\no & \no & \ok & \ok & \ok & \no & \no & \ok \\48 24 & Splne Int. (1,1.5) & \ok &\ok & \ok & \ok & \ok & \best & \ok & \ok & \no \\49 25 & Spline Int. (2,3) & \ok &\ok & \best &\ok & \ok & \best & \ok & \ok & \no \\50 26 & Spline Int. (4,6) & \ok &\ok& \ok & \ok & \ok & \best & \ok & \ok & \no \\51 27 & Spline Int. (6,9) & \no &\best& \ok & \ok & \ok & \best & \ok & \ok & \no \\47 23 & Spline Amplitude & \ok & \no & \no & \ok & \ok & \ok & \no & \no & \ok \\ 48 24 & Splne Int. (1,1.5) & \ok & \ok & \ok & \ok & \ok & \best & \ok & \ok & \no \\ 49 25 & Spline Int. (2,3) & \ok &\ok & \best&\ok & \ok & \best & \ok & \ok & \no \\ 50 26 & Spline Int. (4,6) & \ok &\ok & \ok & \ok & \ok & \best & \ok & \ok & \no \\ 51 27 & Spline Int. (6,9) & \no &\best& \ok & \ok & \ok & \best & \ok & \ok & \no \\ 52 52 \hline 53 28 & Dig. Filt. (6,6) & \ok &\ok & & \ok & \ok & \ok & \ok & \ok & \ok \\54 29 & Dig. Filt. (4,4) & \best &\ok & & \ok & \ok & \best& \ok & \ok & \ok \\53 28 & Dig. Filt. (6,6) & \ok &\ok & & \ok & \ok & \ok & \ok & \ok & \ok \\ 54 29 & Dig. Filt. (4,4) & \best &\ok & & \ok & \ok & \best& \ok & \ok & \ok \\ 55 55 30 & Dig. Filt. Pk S. (4,6) & & & & & & & & & \ok \\ 56 56 \hline
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