高亮度电子束相空间重建技术的实验研究
束团相空间是描述加速器中束流运行状态的重要参数,了解相空间的真实分布对于加速器设计、束团操纵具有非常重要的意义,利用相空间重建技术能够直观地得到束团二维相空间分布。本文结合计算机断层扫描技术(Computer Tomography,CT)与归一化相空间理论,在理论推导和模拟验证的基础上,分别利用MENT(Maximum Entropy)算法和FBP(Filtered Back Projection)算法在上海x射线自由电子激光装置(ShanghaiSoft X-ray Free Electron Laser facility,SXFEL)专用束测段(B11)对电子束团的横向归一化相空间进行重建...
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Published in | 核技术 Vol. 41; no. 3; pp. 13 - 19 |
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Main Author | |
Format | Journal Article |
Language | Chinese |
Published |
中国科学院上海应用物理研究所 嘉定园区 上海 201800
10.03.2018
中国科学院大学 北京 100049%中国科学院上海应用物理研究所 嘉定园区 上海 201800 |
Subjects | |
Online Access | Get full text |
ISSN | 0253-3219 |
DOI | 10.11889/j.0253-3219.2018.hjs.41.030103 |
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Summary: | 束团相空间是描述加速器中束流运行状态的重要参数,了解相空间的真实分布对于加速器设计、束团操纵具有非常重要的意义,利用相空间重建技术能够直观地得到束团二维相空间分布。本文结合计算机断层扫描技术(Computer Tomography,CT)与归一化相空间理论,在理论推导和模拟验证的基础上,分别利用MENT(Maximum Entropy)算法和FBP(Filtered Back Projection)算法在上海x射线自由电子激光装置(ShanghaiSoft X-ray Free Electron Laser facility,SXFEL)专用束测段(B11)对电子束团的横向归一化相空间进行重建。通过重建算法变换得到电子束团的真实相空间分布,并对重建结果进行对比和误差分析。实验结果表明,MENT算法能够精确测量电子束团横向相空间分布。 |
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Bibliography: | YU Qinglin1,2 ZHANG Meng1, GU Duan1, ZHAO Minghua1 (1.Shanghai Institute of Applied Physics, Chinese Academy of Sciences, Jiading Campus, Shanghai 201800, China;2.University of Chinese Academy of Sciences, Beijing 100049, China) Deep penetration;Variance reduction;Monte Carlo;Electron irradiation accelerator [Background] Variance reduction is a common method to resolve the problems in deep penetration application such as radiation shielding, medical physics and well-logging. Currently, the study of the variance reduction techniques is based on simple theoretical geometric model, lacking the discussion on complex practical applications. [Purpose] This paper aims to find an optimized combined variance reduction technique in deep penetration application on the practical complex model. [Methods] With an electron irradiation accelerator as the model, this paper studied the effects of combined variance reduction techniques on MCNP5(Monte Carlo N Particle Transport Code) platform, including geometry splitting, biasing |
ISSN: | 0253-3219 |
DOI: | 10.11889/j.0253-3219.2018.hjs.41.030103 |