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Experiment Proposal - opera - Infn

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Figure 154: Average PH max around one strip.<br />

thick lead absorbers are used. The beam telescope includes the BPCs and scintillator counters C1-C3.<br />

An additional larger counter C µ , installed downstream behind a wall of 1.6 m iron and 2 m concrete,<br />

was used to tag beam muons. The setup was exposed to 15 GeV/c mixed beam of negative pions and<br />

muons, shifted diagonally by 2.5 cm away from the brick wall centre and defocussed to illuminate the<br />

area of ∼ 5 × 5 cm 2 (defined by the trigger counter C1).<br />

We analysed two types of events: muon events, simulating CC neutrino interactions with a single<br />

leading track emerging from the brick (e.g. quasi-elastic events), and pion interaction events simulating<br />

deep-inelastic muon-less neutrino events. Muons are selected by requiring a hit in the C µ counter and<br />

less than 6.5 mip for the total PH in the first three strip planes. Events with no hit in C µ and more<br />

than 6.5 mip in the first three planes are identified as pions, mostly interacting in the first brick wall.<br />

In each scintillator strip plane, the centres of gravity of the pulse-heights are calculated. Only strips<br />

with signals above 1 p.e. are retained. The pulse-heights are expressed in mip units to equalise all strips.<br />

The vertex position in one projection is determined as the mean value of the centres in two planes with<br />

the same orientation. The actual beam impact point in each event is accurately measured by the BPCs.<br />

The difference ∆ (vertex) between the true and the reconstructed vertex positions is plotted in Fig. 73.<br />

For muon events with predominantly one strip hit per plane the RMS vertex resolution is 0.62 cm.<br />

The ∆ (vertex) distribution for muons can be approximated by two Gaussians with σ of 0.46 cm and<br />

1.8 cm, the broader one containing less than 1% of events.<br />

For pion interactions the hit multiplicity is much higher (up to all 16 strips per plane) and the RMS<br />

spread in ∆ (vertex) increases to 1.8 cm. The pion ∆ (vertex) distribution, when approximated by<br />

two Gaussians, shows a narrow peak containing about two thirds of the events and having a σ of about<br />

0.8 cm and a broad one with a σ of 2.2 cm.<br />

210

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