DocumentCode :
78187
Title :
Kernel-Based Machine Learning for Background Estimation of NaI Low-Count Gamma-Ray Spectra
Author :
Alamaniotis, M. ; Mattingly, J. ; Tsoukalas, L.H.
Author_Institution :
Appl. Intell. Syst. Lab., Purdue Univ., West Lafayette, IN, USA
Volume :
60
Issue :
3
fYear :
2013
fDate :
Jun-13
Firstpage :
2209
Lastpage :
2221
Abstract :
Virtually all gamma-ray spectrometry measurements contain background components due to the ubiquitous presence of primordial radionuclides in the Earth´s crust and cosmic radiation interactions high in the Earth´s atmosphere. In principle, spectral signatures due to radiation source(s) of actual interest can be extracted from the measured gamma-ray spectrum by background subtraction. However, if separate background measurements are unavailable or infeasible, and particularly for measurements exhibiting low signal-to-noise ratio (SNR), background subtraction is nontrivial, and it requires accurate background estimation . An example application of gamma-ray spectroscopy with low SNR is the “source search” scenario, where the position of a source is sought using measurements taken over very short time intervals by a detector in motion. We have developed an algorithm for background estimation in low-count gamma-ray spectra using kernel-based Gaussian processes (GP) taken from the field of machine learning. We have evaluated the performance of our algorithm using a group of three kernels tested against a dataset composed of background spectra measured in an urban environment using a mobile sodium iodide (NaI) detector. We have also simulated datasets containing nonbackground gamma-ray sources in an urban background measured with a NaI detector. The simulated scenarios employed a variety of source-detector distances and different types of source shielding. As a metric of algorithm performance, we calculated correlation coefficients, Theil inequality coefficients, and count difference statistics between estimated and actual backgrounds. We concluded that our method adequately estimates the gamma-ray background, but we also observed a strong dependence of the algorithm´s performance on the selected kernel.
Keywords :
Gaussian processes; gamma-ray detection; gamma-ray spectrometers; learning (artificial intelligence); physics computing; radioactive sources; radioisotopes; shielding; solid scintillation detectors; Earth atmosphere; Earth crust; NaI gamma-ray spectrometry measurements; NaI low-count gamma-ray spectra; algorithm performance; background components; background subtraction; correlation coefήcients; cosmic radiation interactions; gamma-ray background; inequality performance; kernel-based Gaussian processes; kernel-based machine learning; nonbackground gamma-ray sources; primordial radionuclides; radiation source; signal-to-noise; sodium iodide detector; source shielding; source-detector; Channel estimation; Detectors; Estimation; Gamma-rays; Gaussian processes; Kernel; Machine learning algorithms; Background estimation; Gaussian processes (GP); gamma-ray spectroscopy; machine learning;
fLanguage :
English
Journal_Title :
Nuclear Science, IEEE Transactions on
Publisher :
ieee
ISSN :
0018-9499
Type :
jour
DOI :
10.1109/TNS.2013.2260868
Filename :
6520895
Link To Document :
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