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The 2 experiment has provided us with the opportunity to develop the
basic framework for the analysis software to be used with the µLan
detector. The principal stages of the data reduction process are
the same in both cases:
- We decode the headers that UNIDAQ inserts to label the
individual modules.
- We determine the boundaries between consecutive pulses in the
data by finding the times at which the pulse rises above and
then dips below a software threshold.
- We subtract the known pedestal value from each bin of the pulse.
In the typical case, the pedestal can be determined from the
first sample of each digitization interval, which is taken
several nanoseconds before the rising edge of the pulse.
- We determine the time and energy of each pulse. We have various
algorithms that perform this step. The simplest is to find the
area by adding up the samples in a fixed number of bins centered
about the maximum value of the pulse, and to find the time by
taking an average of the times associated with these central
bins of the pulse, weighted by the sample in each bin.
- We histogram the number of hits as a function of time in the
fill, subject to appropriate cuts on the pulse area.
We have developed a versatile system to carry out these steps. It is
based on the ROOT object-oriented analysis framework, described in
[24]. In addition, we have begun to experiment with using
Java Analysis Studio, described in [25], for this purpose. We
believe that a significant amount of the code that we develop will be
reusable for the µLan experiment.
One very significant difference is that, as described in the previous
section, much of this analysis will take place in the online system.
This means that we can expect a physics result relatively soon after
the conclusion of the running time. It also means that we will have
fast feedback to guide the process of running the experiment.
Next: Beamline and Stopping Target
Up: Design of a New
Previous: Data Acquisition
Gerco Onderwater
1999-05-25