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海军医学研究所
纸质出版日期:2012-12-01
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[1]王月兴,杨翊方,王海军,王震涛,王川,张凯,任鑫.用~(82)Br、~(160)Tb和~(40)K刻度高纯锗探测器效率研究[J].核技术,2012,35(12):893-900.
WANG Yuexing YANG Yifang WANG Haijun WANG Zhentao WANG Chuan ZHANG Kai REN Xin. Study on efficiency calibration method using 82Br,160Tb and 40K for the high purity germanium detector[J]. Nuclear techniques, 2012, 35(12): 893-900.
[1]王月兴,杨翊方,王海军,王震涛,王川,张凯,任鑫.用~(82)Br、~(160)Tb和~(40)K刻度高纯锗探测器效率研究[J].核技术,2012,35(12):893-900. DOI:
WANG Yuexing YANG Yifang WANG Haijun WANG Zhentao WANG Chuan ZHANG Kai REN Xin. Study on efficiency calibration method using 82Br,160Tb and 40K for the high purity germanium detector[J]. Nuclear techniques, 2012, 35(12): 893-900. DOI:
高纯锗探测器对被测样品需要用放射性标准源进行探测效率刻度。但如果大量不同材料、密度或几何体的样品需要刻度
使用的放射性标准源将非常昂贵
且不利于环境保护。研究一种用中子活化的82Br、160Tb和40K γ光子刻度高纯锗探测器全能峰效率的新方法。这种方法不需使用人工放射性标准源。实验中使用了一台相对效率42%的高纯锗探测器(直径76 mm)和两个土壤样品(φ70 mm×66 mm)。用82Br不同能量Ei相对554.3 keV全能峰计数率的比例εBr(Ei)拟合成相对效率函数fBr(E)。对160Tb γ能量(keV)Ej=86.7、197.0、215.6、298.6、392.5相对于1271.9 keV全能峰计数率的比例uj
用公式εBr(Ej)=uj.fBr(E1271)将uj转换成对82Br 554.3 keV的归一化相对效率。然后
用82Br的实验值εBr(Ei)和160Tb的计算值εBr(Ej)拟合成归一化相对效率函数f(E)。40K1460.8 keV γ能量的绝对效率εK可通过将KCl均匀混合到样品中进行测定。由此
其它任何γ能量E的绝对效率都可用式ε(E)=εK.f(E)/f(EK)计算出。实验表明
样品-探测器距离大于3 cm后fBr(E)变化不显著。为验证本方法(源-探测器距离3.1 cm)
测量了两个φ70 mm×66 mm的土壤样品中放射性核素的活度
并与γ-γ符合法进行对比。结果每个样品中7种核素(226Ra、235U、232Th、40K、134Cs、137Cs和60Co)的活度浓度在不确定度范围内分别完全符合。这种方法非常有用
尤其对有一定体积的样品
因为它不必使用人工放射性标准源
且考虑了光子在样品中的自吸收。
Background: High-purity germanium(HPGe) detector need to be calibrate detection efficiency for the measured sample using radioactivity standard sources.However
if a great variety of samples which have different materials
densities or geometries need calibrating
the standard sources used will be very expensive and are not beneficial to environmental protection.Purpose: To study a new Full-energy peak(FEP) efficiency calibration method without artificial standard sources for the high purity germanium detector using 82Br
160Tb produced by neutron activation and 40K.Methods: A HPGe detector(diameter 76 mm) with relative efficiency of 42% and two soil samples(φ70 mm×66 mm) were used in the experiments.The ratios relative to 554.3 keV of FEP counting rates
εBr(Ei)
for different γ energies
Ei
of 82Br were used to fit relative efficiency function
fBr(E).The ratios relative to 1271.8 keV
uj
of those for γ-energy
Ej
of 86.7
197.0
215.6
298.6 and 392.5 keV of 160Tb were calculated
and transformed into normalized relative efficiencies to γ-energy of 554.3 keV of 82Br by using the formula εBr(Ej) = uj.fBr(E1271).Then the data of εBr(Ei) and εBr(Ej) were fitted to normalized relative efficiency function f(E).The absolute efficiency K of 40K γ energy(EK=1460.8 keV)
resulting from KCl
which is mixed homogeneously with the sample can be determined.Thus
those of other any energy
E
can also be determined by using the formula
ε(E) =εK.f(E)/ f(EK).Results: The experiments showed that change of fBr(E) is no significant when the sample-detector distance is more than 3 cm.In order to verify the new method
the activity in two soil samples(φ70 mm×66 mm) were measured(sample-detector distance =3.1 cm) and the results were compared with γ-γ coincidence method.The results of the activity concentration of seven radionuclides including 226Ra
235U
232Th
40K
134Cs
137Cs and 60Co in each sample were in good agreement within uncertainties between two methods
respectively.Conclusions: This method is very useful
special for environmental samples with certain volumes
because it doesn’t need to use artificial radioactive standard sources and takes into account the self-absorption of photons in the sample.
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