Particle Physics Booklet - Particle Data Group - Lawrence Berkeley ...
Particle Physics Booklet - Particle Data Group - Lawrence Berkeley ...
Particle Physics Booklet - Particle Data Group - Lawrence Berkeley ...
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28. Detectors at accelerators 249<br />
28.6.4. Micro-Pattern Gas Detectors : Revised March 2010 by<br />
Fabio Sauli (CERN) and Maxim Titov (CEA Saclay)<br />
By using pitch size of a few hundred μm, an order of magnitude<br />
improvement in granularity over wire chambers, these detectors offer<br />
intrinsic high rate capability (> 106 Hz/mm2 ), excellent spatial resolution<br />
(∼ 30 μm), multi-particle resolution (∼ 500 μm), and single<br />
photo-electron time resolution in the ns range.<br />
The Gas Electron Multiplier (GEM) detector consists of a thin-foil<br />
copper-insulator-copper sandwich chemically perforated to obtain a high<br />
density of holes in which avalanches occur [86]. The hole diameter is<br />
typically between 25 μm and 150 μm, while the corresponding distance<br />
between holes varies between 50 μm and 200 μm. The central insulator<br />
is usually (in the original design) the polymer Kapton, with a thickness<br />
of 50 μm. Application of a potential difference between the two sides of<br />
the GEM generates the electric fields. Each hole acts as an independent<br />
proportional counter. Electrons released by the primary ionization particle<br />
in the upper conversion region (above the GEM foil) drift into the holes,<br />
where charge multiplication occurs in the high electric field (50–70 kV/cm).<br />
Most of avalanche electrons are transferred into the gap below the GEM.<br />
Several GEM foils can be cascaded, allowing the multi-layer GEM<br />
detectors to operate at overall gas gain above 104 in the presence of highly<br />
ionizing particles, while strongly reducing the risk of discharges.<br />
The micro-mesh gaseous structure (Micromegas) is a thin parallel-plate<br />
avalanche counter. It consists of a drift region and a narrow multiplication<br />
gap (25–150 μm) between a thin metal grid (micromesh) and the readout<br />
electrode (strips or pads of conductor printed on an insulator board).<br />
Electrons from the primary ionization drift through the holes of the mesh<br />
into the narrow multiplication gap, where they are amplified. The small<br />
amplification gap produces a narrow avalanche, giving rise to excellent<br />
spatial resolution: 12 μm accuracy, limited by the micro-mesh pitch, has<br />
been achieved for MIPs, as well as very good time resolution and energy<br />
resolution (∼ 12% FWHM with 6 keV x rays) [89].<br />
The performance and robustness of GEM and Micromegas have<br />
encouraged their use in high-energy and nuclear physics, UV and visible<br />
photon detection, astroparticle and neutrino physics, neutron detection<br />
and medical physics.<br />
28.6.5. Time-projection chambers : Written September 2007 by D.<br />
Karlen (U. of Victoria and TRIUMF, Canada)<br />
The Time Projection Chamber (TPC) concept, invented by David<br />
Nygren in the late 1970’s [74], is the basis for charged particle tracking<br />
in a large number of particle and nuclear physics experiments. A uniform<br />
electric field drifts tracks of electrons produced by charged particles<br />
traversing a medium, either gas or liquid, towards a surface segmented into<br />
2D readout pads. The signal amplitudes and arrival times are recorded to<br />
provide full 3D measurements of the particle trajectories. The intrinsic 3D<br />
segmentation gives the TPC a distinct advantage over other large volume<br />
tracking detector designs which record information only in a 2D projection<br />
with less overall segmentation, particularly for pattern recognition in<br />
events with large numbers of particles.<br />
Gaseous TPC’s are often designed to operate within a strong magnetic<br />
field (typically parallel to the drift field) so that particle momenta can<br />
be estimated from the track curvature. For this application, precise<br />
spatial measurements in the plane transverse to the magnetic field are<br />
most important. Since the amount of ionization along the length of the<br />
track depends on the velocity of the particle, ionization and momentum