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首页> 外文期刊>Applied radiation and isotopes: including data, instrumentation and methods for use in agriculture, industry and medicine >True coincidence-summing corrections for the coincident gamma-rays measured with coplanar grid CdZnTe detectors.
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True coincidence-summing corrections for the coincident gamma-rays measured with coplanar grid CdZnTe detectors.

机译:使用共面网格CdZnTe检测器测得的重合伽马射线的真实重合和校正。

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摘要

In this study, true coincidence-summing (TCS) correction factors have been measured for the sources (22)Na, (60)Co, (133)Ba and (152)Eu by use of three large volume coplanar grid CdZnTe (acronym: CZT) detectors. In case of a close-in detection geometry, two different TCS calculation algorithms were used to compute the required TCS correction factors. Both of the algorithms are based on the measured total-to-peak (TTP) ratio and full-energy peak (FEP) efficiency values that were obtained using almost "single" energy and coincidence-free nuclides. The results for TCS correction factors obtained by two different algorithms were agreeable to each other. The obtained TCS factors were ranged from about 7% to 30.5% in a 2250 mm(3) CZT detector when a close counting geometry was used. For other two detectors with a volume of 1000 and 1687.5mm(3), the resulted TCS correction factors were relatively smaller and varied between about 0.1% and 20% at the close counting geometry condition. Therefore, the results indicate that there is a need for the estimation of TCS corrections in CZT detectors, especially when their crystal volumes are greater than 1cm(3) and these detectors are used in the case of a close-in detection geometry.
机译:在这项研究中,通过使用三个大体积共面网格CdZnTe(源名:22)Na,(60)Co,(133)Ba和(152)Eu测量了真实的巧合和(TCS)校正因子。 CZT)检测器。如果是近距离检测几何,则使用两种不同的TCS计算算法来计算所需的TCS校正因子。两种算法均基于测得的总峰(TTP)比和全能峰(FEP)效率值,这些值是使用几乎“单”能量和无巧合核素获得的。通过两种不同的算法获得的TCS校正因子的结果彼此一致。当使用紧密计数几何形状时,在2250 mm(3)CZT检测器中,获得的TCS因​​子的范围从大约7%到30.5%。对于其他两个体积分别为1000和1687.5mm(3)的检测器,所得的TCS校正因子相对较小,在接近计数几何条件下约为0.1%至20%。因此,结果表明需要估算CZT检测器中的TCS校正,尤其是当它们的晶体体积大于1cm(3)且这些检测器用于近距离检测几何结构时。

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