A geometric factor calculation method based on the isotropic flux assumption
One of the instruments onboard the China Seismic Electromagnetic Satellite (CSES) is the Low Energy Particle Detector (LEPD). The primary objective of LEPD is to provide measurements of the fluxes, energy spectra and pitch angles of 100 keV to 10 MeV electrons and protons from 2 to 50 MeV in the Ear...
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          | Published in | Chinese physics C Vol. 37; no. 12; pp. 78 - 83 | 
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| Main Author | |
| Format | Journal Article | 
| Language | English | 
| Published | 
          
        01.12.2013
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| Subjects | |
| Online Access | Get full text | 
| ISSN | 1674-1137 0254-3052  | 
| DOI | 10.1088/1674-1137/37/12/126201 | 
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| Abstract | One of the instruments onboard the China Seismic Electromagnetic Satellite (CSES) is the Low Energy Particle Detector (LEPD). The primary objective of LEPD is to provide measurements of the fluxes, energy spectra and pitch angles of 100 keV to 10 MeV electrons and protons from 2 to 50 MeV in the Earth's magnetosphere. The geometric factor is one of the principle parameters of a detector, which converts the physical quantity-count rate to the particle quantity-flux. In this paper, we calculated the geometric factor of LEPD via computer modeling of an isotropic radiation environment. It was first demonstrated that the radiation intensity related should obey a cosine-law, then a general sampling method of generating this distribution via GPS of GEANT4 was explained. Furthermore, combined with flux normalization, a comparison of the geometric factor calculation of a set of 2-layer detectors with different shapes (cylinder, truncated cone and rectangle) was performed. Results show a generally good agreement between simulation and analytical calculations for the cylinder and truncated cone detectors, and the result of the rectangular one, for which there is no accurate analytical formula, is consistent with the previous simulated results by others. As a practical instance of the 2-layer rectangle detector, the geometric factor of LEPD is 10.336±0.036 m cm2·sr for 10 MeV proton and 8.211±0.032 m cm2·sr for 8 MeV electron. | 
    
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| AbstractList | One of the instruments onboard the China Seismic Electromagnetic Satellite (CSES) is the Low Energy Particle Detector (LEPD). The primary objective of LEPD is to provide measurements of the fluxes, energy spectra and pitch angles of 100 keV to 10 MeV electrons and protons from 2 to 50 MeV in the Earth's magnetosphere. The geometric factor is one of the principle parameters of a detector, which converts the physical quantity-count rate to the particle quantity-flux. In this paper, we calculated the geometric factor of LEPD via computer modeling of an isotropic radiation environment. It was first demonstrated that the radiation intensity related should obey a cosine-law, then a general sampling method of generating this distribution via GPS of GEANT4 was explained. Furthermore, combined with flux normalization, a comparison of the geometric factor calculation of a set of 2-layer detectors with different shapes (cylinder, truncated cone and rectangle) was performed. Results show a generally good agreement between simulation and analytical calculations for the cylinder and truncated cone detectors, and the result of the rectangular one, for which there is no accurate analytical formula, is consistent with the previous simulated results by others. As a practical instance of the 2-layer rectangle detector, the geometric factor of LEPD is 10.336±0.036 m cm2·sr for 10 MeV proton and 8.211±0.032 m cm2·sr for 8 MeV electron. One of the instruments onboard the China Seismic Electromagnetic Satellite (CSES) is the Low Energy Particle Detector (LEPD). The primary objective of LEPD is to provide measurements of the fluxes, energy spectra and pitch angles of 100 keV to 10 MeV electrons and protons from 2 to 50 MeV in the Earth's magnetosphere. The geometric factor is one of the principle parameters of a detector, which converts the physical quantity-count rate to the particle quantity-flux. In this paper, we calculated the geometric factor of LEPD via computer modeling of an isotropic radiation environment. It was first demonstrated that the radiation intensity related should obey a cosine-law, then a general sampling method of generating this distribution via GPS of GEANT4 was explained. Furthermore, combined with flux normalization, a comparison of the geometric factor calculation of a set of 2-layer detectors with different shapes (cylinder, truncated cone and rectangle) was performed. Results show a generally good agreement between simulation and analytical calculations for the cylinder and truncated cone detectors, and the result of the rectangular one, for which there is no accurate analytical formula, is consistent with the previous simulated results by others. As a practical instance of the 2-layer rectangle detector, the geometric factor of LEPD is 10.336 0.036 cm super(2)-sr for 10 MeV proton and 8.211 0.032 cm super(2)-sr for 8 MeV electron.  | 
    
| Author | 赵小芸 王焕玉 吴峰 孟祥承 马宇蒨 卢红 王辉 王平 李新乔 徐岩冰 石峰 蒋文奇 安正华 于晓霞 刘汉一 | 
    
| AuthorAffiliation | Institute of High Energy Physics, Chinese Academy of Sciences, Beijing 100049, China Department of Modern Physics, University of Science and- Technology of China, Hefei 230026, China | 
    
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| Notes | 11-5641/O4 One of the instruments onboard the China Seismic Electromagnetic Satellite (CSES) is the Low Energy Particle Detector (LEPD). The primary objective of LEPD is to provide measurements of the fluxes, energy spectra and pitch angles of 100 keV to 10 MeV electrons and protons from 2 to 50 MeV in the Earth's magnetosphere. The geometric factor is one of the principle parameters of a detector, which converts the physical quantity-count rate to the particle quantity-flux. In this paper, we calculated the geometric factor of LEPD via computer modeling of an isotropic radiation environment. It was first demonstrated that the radiation intensity related should obey a cosine-law, then a general sampling method of generating this distribution via GPS of GEANT4 was explained. Furthermore, combined with flux normalization, a comparison of the geometric factor calculation of a set of 2-layer detectors with different shapes (cylinder, truncated cone and rectangle) was performed. Results show a generally good agreement between simulation and analytical calculations for the cylinder and truncated cone detectors, and the result of the rectangular one, for which there is no accurate analytical formula, is consistent with the previous simulated results by others. As a practical instance of the 2-layer rectangle detector, the geometric factor of LEPD is 10.336±0.036 m cm2·sr for 10 MeV proton and 8.211±0.032 m cm2·sr for 8 MeV electron. ZHAO Xiao-Yun, WANG Huan-Yu,WU Feng, MENG Xiang-Cheng, MA Yu-Qian, LU Hong, WANG Hui, WANG Ping, LI Xin-Qiao, XU Yan-Bin, SHI Feng,JIANG Wen-Qi, AN Zhen-Hua, YU Xiao-Xia,LIU Han-Yi( 1 Institute of High Energy Physics, Chinese Academy of Sciences, Beijing 100049, China 2 Department of Modern Physics, University of Science and Technology of China, Hefei 230026, China) LEPD, geometric factor, isotropy, GEANT4, cosine distribution, flux normalization ObjectType-Article-1 SourceType-Scholarly Journals-1 ObjectType-Feature-2 content type line 23  | 
    
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| References | Akimov V V (5) 1988; 49 11 12 13 14 15 Xu Yan-Bing (8) 2010; 34 Ye Zong-Hai (10) 1986 Voronov S A (3) 1990; 28 4 Voronov S A (1) 1987; 4 Zhang Yun-Long (17) 2011 6 7 Galper A M (2) 1989; 27 Giovanni Santin (16) 2007 Wu Feng (9) 2013; 37  | 
    
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| Snippet | One of the instruments onboard the China Seismic Electromagnetic Satellite (CSES) is the Low Energy Particle Detector (LEPD). The primary objective of LEPD... One of the instruments onboard the China Seismic Electromagnetic Satellite (CSES) is the Low Energy Particle Detector (LEPD). The primary objective of LEPD is...  | 
    
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| SubjectTerms | Angles (geometry) Computer simulation Cylinders Detectors Flux GEANT4 Mathematical analysis Mathematical models Rectangles 几何因子 几何系数 各向同性 地球磁层 粒子探测器 计算机模型 通量  | 
    
| Title | A geometric factor calculation method based on the isotropic flux assumption | 
    
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