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trunk/MagicSoft/TDAS-Extractor/Calibration.tex
r6533 r6534 383 383 384 384 \par 385 Figure~\ref{fig:linear:phevscharge4} shows the conversion factor $c_{phe}$ 386 obtained for different light intensities 385 Figure~\ref{fig:linear:phevscharge4} shows the conversion factor $c_{phe}$ obtained for different light intensities 387 386 and colours for three exemplary inner and three exemplary outer pixels using a fixed window on 388 387 8 FADC slices. The conversion factor seems to be linear to a good approximation, … … 427 426 \end{figure} 428 427 428 \begin{figure}[h!] 429 \centering 430 \includegraphics[width=0.99\linewidth]{PheVsCharge-11.eps} 431 \caption{Example of a the development of the conversion factor FADC counts to photo-electrons for three 432 exemplary inner pixels (upper plots) and three exemplary outer ones (lower plots) obtained with the extractor 433 {\textit{MExtractFixedWindowPeakSearch}} 434 on a window size of 2 high-gain and 2 low-gain slices (extractor \#11). } 435 \label{fig:linear:phevscharge11} 436 \end{figure} 437 438 Figure~\ref{fig:linear:phevscharge11} shows the conversion factors using a fixed window with global peak search 439 integrating a window of 2 FADC slices. One can see that the linearity is completely lost! Especially in the low-gain, 440 the reconstructed number of photo-electrons is much too low and the conversion factors bend down. A similiar behaviour can 441 be found for all extractors with window sizes smaller than 6 FADC slices, especially in the low-gain region. (This behaviour 442 was already visible in the investigations on the number of photo-electrons in the previous section~\ref{sec:photo-electrons}). 443 \par 429 444 Figure~\ref{fig:linear:phevscharge20} shows the conversion factors using a sliding window of 6 FADC slices. 430 445 The linearity is maintained like in the previous examples, except for the smallest signals the effect
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