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In order to study efficiently the effect of cluster size on
the above three items, the algorithm allows for
convenient cluster size variation. A cone of
opening angle is defined, with its apex at the center
of the detector (See Fig. 6.1).
Figure 6.1: Cone of opening angle to define size of cluster.
The cone opens from
the center to intersect a solid angle segment of the calorimeter,
centered around the previously reconstructed origin of the
electromagnetic shower. This shower origin is found through an
iterative combination of the shower reconstruction process
discussed in Chapter 5, and the cone algorithm
discussed in this chapter. The steps to reach the final
cluster definition, beginning with the shower reconstruction
algorithm, are as follows:
- The CsI crystal detectors with the highest three ADC values
of the array are identified.
- Using only the ADC values from these three crystals, the shower
origin is calculated according the procedure described in
Chapter 5.
- A cone of opening angle is placed around
the shower origin, in order to select a cluster of crystals.
- Using the ADC values from the cluster in
step 3, the shower origin is reconstructed again.
- Finally, the cone of opening angle is placed around
the shower origin from step 4, which defines the cluster
of crystals which is used to complete the optimization study.
By implementing this algorithm, and recording the number of
CsI crystals which are intercepted by the solid angle cone
for each opening angle , one can see the characteristic
number of crystals selected for various cluster sizes.
Figure 6.2 shows the number of crystals included
in three cones of differing opening angles .
Figure 6.2: Number of crystals intersected by the cone used for cluster
definition, for three different opening angles of the
cone.
Next: Cluster Size Optimization
Up: Clustering Algorithm and Calorimeter
Previous: Clustering Algorithm and Calorimeter
Penny Slocum
Fri Apr 2 00:36:38 EST 1999