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6 CHAPTER 1. INTRODUCTION<br />

more than 0.5 mm from the collision point before they decay. In the case of a colliding<br />

beam experiment they do not even have time to escape from the beam pipe. They can<br />

only be detected by extrapolating the very precisely measured tracks of the more stable<br />

decay products to the secondary vertex (displaced vertex), where they decayed, close<br />

to the collision point 1 . From the remaining 15 particles the following eight (plus the<br />

corresponding antiparticles) are by far the most frequent ones:<br />

electrons, muons, photons, charged pions,<br />

charged kaons, neutral kaons, protons and neutrons.<br />

This leads us to a very basic insight:<br />

The task of modern high energy physics detector systems is to identify eight different<br />

particles (and the corresponding antiparticles) that are crossing the device and<br />

to measure their momenta and/or energy. The same task is repeatedly implemented in<br />

similar ways in all high energy physics experiments.<br />

Fig. 1.2 shows the basic setup of many modern high energy physics experiments.<br />

The reason that detectors are divided into many components is that each component<br />

tests for a special set of particle properties. These components are stacked such that all<br />

particles will go through the different layers sequentially. We summarize the different<br />

tasks of the detector subsystems:<br />

Tracking Chambers: Directions, momenta, and signs of charged particles have to be<br />

measured. Finely subdivided tracking detectors are used to reconstruct charged<br />

particle trajectories. A magnetic field causes the trajectories to bend in circular<br />

paths: the radius of each circle determines the momentum, and the ’bending<br />

direction’ the sign of charge.<br />

Electromagnetic Calorimeter: The energy carried by electrons and photons is measured<br />

by the electromagnetic calorimeter. It is generally subdivided into segments<br />

that absorb the energy of incident electrons and photons, and produce<br />

signals proportional to that energy.<br />

Hadronic Calorimeter: The energy carried by hadrons (protons, pions, neutrons,<br />

etc.) is measured by the hadronic calorimeter. It detects hadronic showers in a<br />

similar way as the electromagnetic calorimeter detects electromagnetic showers.<br />

The hadronic calorimeter is always downstream (outside) of the electromagnetic<br />

calorimeter, due to the much larger interaction length of hadrons.<br />

1 The identification of such a displaced vertex can be used for the tagging of events (τ-, D- or Btagging)<br />

or even for triggering like in the LHCb experiment at CERN [13, 14].

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