Changeset 6603
- Timestamp:
- 02/18/05 16:03:18 (20 years ago)
- Location:
- trunk/MagicSoft/TDAS-Extractor
- Files:
-
- 2 edited
Legend:
- Unmodified
- Added
- Removed
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trunk/MagicSoft/TDAS-Extractor/Criteria.tex
r6602 r6603 110 110 111 111 112 \subsection{Applicability for Different Sampling Speeds / No Pulse Shaping.}113 112 114 The current read-out system of the MAGIC telescope~\cite{Magic-DAQ} with 300~MSamples/s is relatively slow compared to the fast pulses of 115 about 2\,ns FWHM of Cherenkov pulses. 116 To acquire the pulse shape an artificial pulse shaping to about 6.5\,ns FWHM is used. Thereby also more night sky background light 117 is integrated which acts as noise. 118 119 For 2 ns FWHM fast pulses a 2 GSamples/s FADC provides at least 4 sampling points. This permits a reasonable reconstruction of the pulse shape. First prototype tests with fast digitization systems for MAGIC have been successfully conducted \cite{GSamlesFADC}. The signals have been reconstructed within the common MAGIC Mars software framework. 120 121 122 \subsection{CPU Requirements} 123 124 Depending on the reconstruction algorithm the signal reconstruction can take a significant amount of CPU time. 125 Especially the more sophisticated signal extractors can be time consuming which search for the position of the Cherenkov signals 126 in the recorded FADC time slices and perform a fit to these samples. At any case, the extractor should not be significantly slower than 127 the reading and writing routines of the MARS software. 128 129 Thus, for an online-analysis a different extraction algorithm might be chosen than for the final most accurate 130 reconstruction of the signals offline. 131 132 \subsection{Treatment of Calibration Pulses} 113 \subsection{Intrinsic Differences between Calibration and Cosmics Pulses} 133 114 134 115 The calibration pulse reconstruction sets two important constraints to the signal extractor: … … 144 125 \end{enumerate} 145 126 127 \subsection{Reconstruction Speed} 128 129 Depending on the reconstruction algorithm the signal reconstruction can take a significant amount of CPU time. 130 Especially the more sophisticated signal extractors can be time consuming which search for the position of the Cherenkov signals 131 in the recorded FADC time slices and perform a fit to these samples. At any case, the extractor should not be significantly slower than 132 the reading and writing routines of the MARS software. 133 134 Thus, for an online-analysis a different extraction algorithm might be chosen than for the final most accurate 135 reconstruction of the signals offline. 136 137 \subsection{Applicability for Different Sampling Speeds / No Pulse Shaping.} 138 139 The current read-out system of the MAGIC telescope~\cite{Magic-DAQ} with 300~MSamples/s is relatively slow compared to the fast pulses of 140 about 2\,ns FWHM of Cherenkov pulses. 141 To acquire the pulse shape an artificial pulse shaping to about 6.5\,ns FWHM is used. Thereby also more night sky background light 142 is integrated which acts as noise. 143 144 For 2 ns FWHM fast pulses a 2 GSamples/s FADC provides at least 4 sampling points. This permits a reasonable reconstruction of the pulse shape. First prototype tests with fast digitization systems for MAGIC have been successfully conducted \cite{GSamlesFADC}. The signals have been reconstructed within the common MAGIC Mars software framework. 145 146 146 %%% Local Variables: 147 147 %%% mode: latex -
trunk/MagicSoft/TDAS-Extractor/Results.tex
r6589 r6603 8 8 9 9 \begin{table}[htp] 10 \small{% 11 \rotatebox{90}{% 10 12 \centering 11 \small{ 12 \begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|} 13 \begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|c|} 13 14 \hline 14 15 \hline 15 \multicolumn{1 1}{|c|}{\large Tested Characteristics} \rule{0mm}{6mm} \rule[-2mm]{0mm}{6mm} \hspace{-3mm}\\16 \multicolumn{12}{|c|}{\large Tested Characteristics} \rule{0mm}{6mm} \rule[-2mm]{0mm}{6mm} \hspace{-3mm}\\ 16 17 \hline 17 18 \hline 18 Nr. & Name & Res. & Bias & Stab. & Stab. & Stab. & Res. & Stab. & Lin. & Speed \\19 & & $\widehat{S}$& $\widehat{S}$ & $\widehat{S}$ & pulse & low- & $\widehat{T}$ & $\widehat{T}$ & $\widehat{S}$ & \\20 & & && & shape & gain & & & & \\19 Nr. & Name & Res. & Res. & Bias & Stab. & Stab. & Stab. & Res. & Stab. & Lin. & Speed \\ 20 & & $\widehat{S}$ & $\widehat{S}$ & $\widehat{S}$ & $\widehat{S}$ & pulse & low- & $\widehat{T}$ & $\widehat{T}$ & $\widehat{S}$ & \\ 21 & & size & const. & & & shape & gain & & & & \\ 21 22 \hline 22 23 \hline 23 1 & Fix Win. (4,4) & \no & -- & \ok & \no & \no & n/a & n/a & \no & \best \\24 2 & Fix Win. (4,6) & \ ok& -- & \ok & \no & \no & n/a & n/a & \no & \best \\25 3 & Fix Win. (6.6) & \ok & -- & \ok & \ok & \no & n/a & n/a & \ok & \ok \\26 4 & Fix Win. (8,8) & \no & -- & \ok & \ok & \ok & n/a & n/a & \best & \ok \\27 5 & Fix W. (14,10) & \no & -- & \no & \ok & \ok & n/a & n/a & \best & \ok \\24 1 & Fix Win. (4,4) & \no & \no & -- & \ok & \no & \no & n/a & n/a & \no & \best \\ 25 2 & Fix Win. (4,6) & \no & \no & -- & \ok & \no & \no & n/a & n/a & \no & \best \\ 26 3 & Fix Win. (6.6) & \ok & \ok & -- & \ok & \ok & \no & n/a & n/a & \ok & \ok \\ 27 4 & Fix Win. (8,8) & \no & \ok & -- & \ok & \ok & \ok & n/a & n/a & \best & \ok \\ 28 5 & Fix W. (14,10) & \no & \ok & -- & \no & \ok & \ok & n/a & n/a & \best & \ok \\ 28 29 \hline 29 6 & FW. Spl. (4,4) & \ no& -- & \ok & \no & \no & n/a & n/a & \no & \ok \\30 7 & FW. Spl. (4,6) & \ok & -- & \ok & \no & \no & n/a & n/a & \no & \ok \\31 8 & FW. Spl. (6.6) & \ok & -- & \ok & \ok & \no & n/a & n/a & \no & \ok \\32 9 & FW. Spl. (8,8) & \no & -- & \ok & \ok & \ok & n/a & n/a & \ok & \ok \\33 10 & FW. Spl (14,10) & \no & -- & \no & \ok & \ok & n/a & n/a & \ok & \ok \\30 6 & FW. Spl. (4,4) & \ok & \no & -- & \ok & \no & \no & n/a & n/a & \no & \ok \\ 31 7 & FW. Spl. (4,6) & \ok & \no & -- & \ok & \no & \no & n/a & n/a & \no & \ok \\ 32 8 & FW. Spl. (6.6) & \ok & \ok & -- & \ok & \ok & \no & n/a & n/a & \no & \ok \\ 33 9 & FW. Spl. (8,8) & \no & \ok & -- & \ok & \ok & \ok & n/a & n/a & \ok & \ok \\ 34 10 & FW. Spl (14,10) & \no & \ok & -- & \no & \ok & \ok & n/a & n/a & \ok & \ok \\ 34 35 \hline 35 11 & FW. Pk S. (2,2)& \no & -- & \no & \no & \no & n/a & n/a & \no & \ok \\36 12 & FW. Pk S. (4,4)& \no & -- & \ok & \no & \no & n/a & n/a & \no & \ok \\37 13 & FW. Pk S. (4.6)& \ ok& -- & \ok & \no & \no & n/a & n/a & \no & \ok \\38 14 & FW. Pk S. (6,6)& \ok & -- & \ok & \ok & \no & n/a & n/a & \no & \ok \\39 15 & FW. Pk S. (8,8)& \no & -- & \ok & \ok & \ok & n/a & n/a & \ok & \ok \\40 16 & FW Pk S (14,10)& \no & -- & \no & \ok & \ok & n/a & n/a & \ok & \ok \\36 11 & FW. Pk S. (2,2)& \no & \no & -- & \no & \no & \no & n/a & n/a & \no & \ok \\ 37 12 & FW. Pk S. (4,4)& \no & \no & -- & \ok & \no & \no & n/a & n/a & \no & \ok \\ 38 13 & FW. Pk S. (4.6)& \no & \no & -- & \ok & \no & \no & n/a & n/a & \no & \ok \\ 39 14 & FW. Pk S. (6,6)& \ok & \ok & -- & \ok & \ok & \no & n/a & n/a & \no & \ok \\ 40 15 & FW. Pk S. (8,8)& \no & \ok & -- & \ok & \ok & \ok & n/a & n/a & \ok & \ok \\ 41 16 & FW Pk S (14,10)& \no & \ok & -- & \no & \ok & \ok & n/a & n/a & \ok & \ok \\ 41 42 \hline 42 17 & Slid. W. (2,2) & \ok & \ ok & \ok & \no & \no & \no & \no & \no & \ok \\43 18 & Slid. W. (4,4) & \ok & \ok & \ok & \ok & \ok & \ no & \no & \no & \ok \\44 19 & Slid. W. (4.6) & \ok & \ok & \ok & \ok & \ok & \ok & \ no & \ok & \ok \\45 20 & Slid. W. (6,6) & \no & \ok & \ok & \ok & \ok & \ no & \ok & \ok & \ok \\46 21 & Slid. W. (8,8) & \no & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok \\47 22 & Slid. W. (14,10) & \no & \ ok & \ok & \ok & \ok & \no & \ok & \ok & \ok \\43 17 & Slid. W. (2,2) & \ok & \no & \ok & \ok & \no & \no & \no & \no & \no & \ok \\ 44 18 & Slid. W. (4,4) & \ok & \ok & \ok & \ok & \ok & \ok & \no & \no & \no & \ok \\ 45 19 & Slid. W. (4.6) & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \no & \ok & \ok \\ 46 20 & Slid. W. (6,6) & \no & \ok & \ok & \ok & \ok & \ok & \no & \ok & \ok & \ok \\ 47 21 & Slid. W. (8,8) & \no & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok \\ 48 22 & Slid. W. (14,10) & \no & \no & \ok & \ok & \ok & \ok & \no & \ok & \ok & \ok \\ 48 49 \hline 49 23 & Spline Ampl. & \ok & \no & \no & \n t & \ok & \ok & \no & \no & \ok \\50 & & & & & \test & & & & & \\51 24 & Splne Int. (1,1.5) & \ok & \ ok & \ok & \nt & \ok & \best & \ok & \no & \ok \\52 & & & & & \test & & & & & \\53 25 & Spline Int. (2,3) & \ok & \ok & \best&\nt & \ok & \best & \ok & \ok & \no \\54 & & & & & \test & & & & & \\55 26 & Spline Int. (4,6) & \ok & \ok & \ok & \ok & \ok & \best & \ok & \ok & \no \\56 27 & Spline Int. (6,9) & \no & \best& \ok & \ok & \ok & \best & \ok & \ok & \no \\50 23 & Spline Ampl. & \ok & \no & \no & \no & \nt & \ok & \ok & \no & \no & \ok \\ 51 & & & & & & \test & & & & & \\ 52 24 & Splne Int. (1,1.5) & \ok & \no & \ok & \ok & \nt & \ok & \best & \ok & \no & \ok \\ 53 & & & & & & \test & & & & & \\ 54 25 & Spline Int. (2,3) & \ok & \ok & \ok & \best&\nt & \ok & \best & \ok & \ok & \no \\ 55 & & & & & & \test & & & & & \\ 56 26 & Spline Int. (4,6) & \ok & \ok & \ok & \ok & \ok & \ok & \best & \ok & \ok & \no \\ 57 27 & Spline Int. (6,9) & \no & \ok & \best& \ok & \ok & \ok & \best & \ok & \ok & \no \\ 57 58 \hline 58 28 & Dig. Filt. (6,6) & \ok &\ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok \\59 29 & Dig. Filt. (4,4) & \best & \ok & \ok & \ok & \ok & \best& \ok & \ok & \ok \\59 28 & Dig. Filt. (6,6) & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok & \ok \\ 60 29 & Dig. Filt. (4,4) & \best & \no & \ok & \ok & \ok & \ok & \best& \ok & \ok & \ok \\ 60 61 \hline 61 62 \hline … … 65 66 charge signal $\widehat{S}$ and time $\widehat{T}$, and speed. \ok\ means that the extractor has passed the 66 67 test, without being among the best. \no\ means that the extractor has severely failed the test and should 67 not be taken because of that reason. \best\ means that the extractor(s) have come out as best of the particular test. 68 not be taken because of that reason. \best\ means that the extractor(s) have come out as best of the particular test.} 68 69 } 69 70 \label{tab:result}
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