Changeset 6585


Ignore:
Timestamp:
02/18/05 11:02:34 (20 years ago)
Author:
gaug
Message:
*** empty log message ***
Location:
trunk/MagicSoft/TDAS-Extractor
Files:
3 edited

Legend:

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  • trunk/MagicSoft/TDAS-Extractor/Calibration.tex

    r6562 r6585  
    101101%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
    102102
    103 \subsection{Un-Calibrated Pixels and Events}
     103\subsection{Un-Calibrated Pixels and Events \label{sec:uncalibrated}}
    104104
    105105The MAGIC calibration software incorporates a series of checks to sort out mal-functioning pixels.
     
    583583\clearpage
    584584
    585 \subsection{Time Resolution}
     585\subsection{Relative Arrival Time Calibration}
    586586
    587587The extractors \#17--33 are able to compute the arrival time of each pulse. The calibration LEDs
     
    636636One can see that the sliding window extractors yield double Gaussian structures, except for the
    637637largest window sizes of 8 and 10 FADC slices. Even then, the distributions are not exactly Gaussian.
    638 The maximum position extracting spline also yields distributions which are not exactly Gaussian and seem
    639 to miss the exact arrival time in quite some events. Only the position of the half-maximum gives the
     638The maximum position extracting spline also yields distributions which are not exactly Gaussian and seems
     639to miss the exact arrival time in some events. Only the position of the half-maximum gives the
    640640expected result of a single Gaussian distribution.
    641641A similiar problem occurs in the case of the digital filter: If one takes the correct weights
     
    713713%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
    714714
     715\subsection{Number of Outliers}
     716
     717As in section~\ref{sec:uncalibrated}, we tested the number of outliers from the Gaussian distribution
     718in order to count how many times the extractor has failed to reconstruct the correct arrival time.
     719
    715720\begin{figure}[htp]
    716721\centering
     
    759764
    760765%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
     766
     767\subsection{Time Resolution}
    761768
    762769\begin{figure}[htp]
  • trunk/MagicSoft/TDAS-Extractor/MonteCarlo.tex

    r6576 r6585  
    143143\end{figure}
    144144
     145\clearpage
     146
    145147\subsection{Charge Signals with and without Simulated Noise \label{sec:mc:chargenoise}}
    146148
     
    169171\end{figure}
    170172
     173\clearpage
     174
    171175\subsection{Arrival Times \label{sec:mc:times}}
    172176
     
    202206\label{TimeRes_DFSpline}
    203207\end{figure}
    204 
    205208
    206209
  • trunk/MagicSoft/TDAS-Extractor/Results.tex

    r6538 r6585  
    4646\hline                               
    474723  & 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 & \no & \no \\
     4824  & Splne Int. (1,1.5)     & \ok & \ok & \ok & \ok & \ok & \best & \ok & \no & \ok \\
    494925  & Spline Int. (2,3)      & \ok &\ok  & \best&\ok & \ok & \best & \ok & \ok & \no \\
    505026  & Spline Int. (4,6)      & \ok &\ok  & \ok & \ok & \ok & \best & \ok & \ok & \no \\
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