New Physics Opportunities at Gammasphere
New Physics Opportunities at Gammasphere
复制标题
Gammasphere 的新物理机会
DOI:
10.1080/10506899609411095
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发表时间:
1996
影响因子:
--
通讯作者:
Frank Stephens
中科院分区:
文献类型:
--
作者:
R. Janssens;Frank Stephens
We have some familiarity with the spectrum of electromagnetic radiation over an energy range of something like thirty orders of magnitude--from radio waves (about eV) to cosmic rays (up to at least lo1* eV). This radiation is enormously important to us in many ways. The light by which we see and the radio and television waves through which we communicate are obvious examples. In science, we also have many examples of this importance: recent ones might be the cosmic microwave background radiation, which constitutes one of the strongest pieces of evidence for the big bang origin of the universe, and the high-energy gamma rays emitted from relativistic heavy ion collisions, which are one of the very few probes that carry information directly from the hottest interaction zones of nuclear matter without subsequent modification in the outlying regions. In addition, much of what we know about atomic, molecular and nuclear energy levels has come from studying the electromagnetic radiation emitted when the system makes a transition from one state to another. Many types of detectors have been built for electromagnetic radiation which differ widely depending on the energy range of interest-from radio receivers to massive detectors composed of alternating layers of lead and a suitable scintillator. The characteristic energy range for electromagnetic radiation from a systemcomposed of a (charged) particle of agiven mass confined to a known volume can be estimated from the uncertainty principle,(mAv)(Ax) I h, which gives a rough value for the zero-point energy of the system and thereby for the separation between energy levels. For a proton in a nucleus the order of magnitude for this energy is lo6 eV (one MeV). Thus for the study of nuclei, we need to design and build detectors aimed at this energy range. Generally, the most important properties of a gamma-ray detector are: 1) high efficiency in detecting incident gamma rays; 2) high resolution resulting in very narrow energy peaks for mono-energetic gamma rays; 3) high ratio of full-energy to partialenergy events; and 4) high granularity to localize individual gamma rays. For gamma rays in the one MeV range, by far the best combination of these properties is given by semiconductors made of high purity germanium (Ge) crystals. The largest such crystals that can currently be produced commercially are cylinders about 10 cm in diameter and 10 cm long, which, for about 30% of the incident one MeV mono-energetic gamma rays, produce a full-energy peak with a full width at half its maximum height of about 2 keV.There are some ways to optimize the performance of such detectors. In order to achieve a better ratio of full-energy to partial-energy events (called the peak-to-total, or P/T, ratio), the Ge detectors are surrounded by a dense scintillator-bismuth germanate (BGO) being the usual one-which detects gamma rays Compton-scattered out of the Ge crystal and then suppresses electronically the partial energy pulse left in the Ge detector. This results in an improvement in the P/T ratio for a 1.3 MeV gamma ray from about 0.3 for the bare crystal to about 0.7 when suppressed. To increase both the efficiency and the granularity, such Compton-suppressed detectors are assembled into arrays. The first such array, called TESSA, was set up in Rise, Denmark, in 1980 and consisted of five detectors; whereas, current arrays like