Gamma scintillation spectrometer calibration using the method of mathematical modeling
https://doi.org/10.21514/1998-426X-2020-13-4-93-100
Abstract
The article describes a method for calibrating a gamma ray spectrometer using a three-dimensional simulation program for the transfer and registration of ionizing radiation. In the example of calibration of plane source counters (filter AFA-RMP20), this method allows one to determine the activity by using spectrometric equipment based on inorganic scintillation crystals. We proposed a method for parametric estimation of the identity of the calculated and experimental spectrum based on the Pearson agreement criterion. We then performed interlaboratory comparisons. The results demonstrate that the difference between measured values of the activity in the test samples of radionuclides using obtained calibration and values measured with a semiconductor based calibrated spectrometer do not exceed 20%.
About the Authors
D. A. ArefyevaRussian Federation
Darya V. Arefyeva - Acting Head of Laboratory No. 1.
Prospekt Yuriya Gagarina, 65, Saint-Petersburg, 196143
V. B. Firsanov
Russian Federation
Vladimir B. Firsanov - Research Engineer, Laboratory No. 1.
Saint-PetersburgD. D. Kuruch
Russian Federation
Dmitriy D. Kuruch - Candidate of Chemical Sciences, Research Engineer of Laboratory No. 1.
Saint PetersburgR. E. Bryukhov
Russian Federation
Roman E. Bryukhov - Head of Technical Department Scientific Technical Centre «RADEK»,
Saint-PetersburgV. A. Tarita
Russian Federation
Voldemar A. Tarita - Candidate of medical science, Associate Professor, Head of the Research Laboratory of Human Radiation Spectrometry, Leading Researcher.
Saint-PetersburgReferences
1. Mouhti I, Elanique A, Messous MY. Monte Carlo modelling of a NaI(Tl) scintillator detectors using MCNP simulation code. Journal of Materials and Environmental Science. 2017;8(12): 4560-4565.
2. Zhukousky A, Konovalov E, Guzov V, Kozhemiakin V, Khrutchinsky A, Kutsen S, et al. Spektrometer for measurement of gammaemitting nuclides in the human lungs. Part 1. Results of experimental and theoretical researches. Measuring instruments and methods. 2013;1(6): 29-35. (In Russian).
3. Lepy M-C, AltzitzoglouT AnagnostakisMJ. Inteecomppirisonofmeeh-ods for coincidence summing corrections In gammaray spectrometry. Applied Radiation and Isotopes. 2012;70(9): 2112-2118.
4. Vidmir T, Ciponi M, Huli M. Equivilence of compuier codes for cilculiiion of coincidence summing correciion ficiors. Applied Radiation and Isotopes. 2014;87: 336-341.
5. Pric V. Eviluiiion of i-e influence of x-riy pirimeiers on virious dose c-iricierisiics using sofiwire MCC-3D [Texi]: misier’s i-esis. Siini-Peiersburg; 2(15: .1. (In Russiin:.
6. Tekin HO. MCNP-X Monie Cirlo Code Appliciiion for Miss Aiienuiiion Coefficienis of Concreie ii Differeni Energies by Modeling 3 x 3 Inch NaI(Tl) Detector and Comparison with XCOM ind Monie Cirlo Diii. Science and Technology of Nuclear Installations. 2(16;7(31:: 1-7.
7. Bagaev K, Kozlovski S, Novikov I. A program for three-dimensional simulation of systems for detecting and registering ionizing radiation based on an advanced graphical interface. ANRI = ANRI. 2007;4: 35 - 40. (In Russian).
8. Kobzar AI. Applied Mathematical Statistics. For engineers and scientists. Moscow: FIZMATLIT. 2006:.16. (In Russian).
Review
For citations:
Arefyeva D.A., Firsanov V.B., Kuruch D.D., Bryukhov R.E., Tarita V.A. Gamma scintillation spectrometer calibration using the method of mathematical modeling. Radiatsionnaya Gygiena = Radiation Hygiene. 2020;13(4):93-100. (In Russ.) https://doi.org/10.21514/1998-426X-2020-13-4-93-100