X-ray spectra reconstruction from analysis of attenuation data: A Back Scattering Thomson source application

被引:7
作者
Endrizzi, Marco [1 ,2 ]
Delogu, Pasquale [1 ,2 ]
Stefanini, Arnaldo [1 ,2 ]
机构
[1] Univ Pisa, Dipartimento Fis E Fermi, I-56100 Pisa, Italy
[2] Univ Pisa, Ist Nazl Fis Nucl, I-56100 Pisa, Italy
关键词
X-ray; Thomson Back Scattering; Inverse Compton Scattering; Attenuation; Spectrum measurement; Regularization; Expectation-Maximization;
D O I
10.1016/j.nima.2009.05.039
中图分类号
TH7 [仪器、仪表];
学科分类号
0804 ; 080401 ; 081102 ;
摘要
It is known that useful information about the spectral distribution of an X-ray beam can be extracted by measuring and analyzing its transmission curve. This kind of approach to the characterization of the distribution in energy of photons is justified when the direct measurements of the energy of a single photon becomes too expensive or cannot just be performed. Thomson Scattering sources can produce up to 10(8) photons within a pulse 10 ps long. Hence the rate of incidence of photons is too high to apply traditional X-ray spectroscopy methods while methods based on the transmission curve can still be used. In order to propose an application of these techniques in the characterization of a Thomson Scattering source we studied an iterative statistical algorithm (Expectation-Maximization) used as a regularization method on simulated measurement computed starting from a calculated energy distribution with peak energy of 20 keV. Results show that this method can give good approximations in the low energy range (approximately 20 keV) and that it is at least sensible to a small amount of radiation in the higher part of the energy range (approximately 70 keV). The robustness of the method against non-ideal experimental conditions is also considered. (C) 2009 Elsevier B.V. All rights reserved.
引用
收藏
页码:S78 / S82
页数:5
相关论文
共 12 条
[1]  
ALESINI D, 2005, P PART ACC C
[2]   Observation of the second harmonic in Thomson scattering from relativistic electrons [J].
Babzien, M ;
Ben-Zvi, I ;
Kusche, K ;
Pavlishin, IV ;
Pogorelsky, IV ;
Siddons, DP ;
Yakimenko, V ;
Cline, D ;
Zhou, F ;
Hirose, T ;
Kamiya, Y ;
Kumita, T ;
Omori, T ;
Urakawa, J ;
Yokoya, K .
PHYSICAL REVIEW LETTERS, 2006, 96 (05)
[3]  
Bertero M., 1998, Introduction to Inverse Problems in Imaging, P22
[4]   Comparison of x-ray cross sections for diagnostic and therapeutic medical physics [J].
Boone, JM ;
Chavez, AE .
MEDICAL PHYSICS, 1996, 23 (12) :1997-2005
[5]   Determination of x-ray spectra from attenuation data by imposing a priori positiveness and bounded support:: Theory and experimental validation [J].
Delgado, Victor .
MEDICAL PHYSICS, 2007, 34 (03) :994-1006
[6]  
ENGL HW, 2000, REGULARIZATION INVER, P84
[7]  
Hansen P. C., 1998, RANK DEFICIENT DISCR, P179
[8]  
JOHNS J, 1983, PHYS RADIOLOGY, P244
[9]   Inverse Compton backscattering source driven by the multi-10 TW laser installed at Daresbury [J].
Priebe, G. ;
Laundy, D. ;
MacDonald, M. A. ;
Diakun, G. P. ;
Jamison, S. P. ;
Jones, L. B. ;
Holder, D. J. ;
Smith, S. L. ;
Phillips, P. J. ;
Fell, B. D. ;
Sheehy, B. ;
Naumova, N. ;
Sokolov, I. V. ;
Ter-Avetisyan, S. ;
Spohr, K. ;
Krafft, G. A. ;
Rosenzweig, J. B. ;
Schramm, U. ;
Gruener, F. ;
Hirst, G. J. ;
Collier, J. ;
Chattopadhyay, S. ;
Seddon, E. A. .
LASER AND PARTICLE BEAMS, 2008, 26 (04) :649-660
[10]   A robust method of x-ray source spectrum estimation from transmission measurements: Demonstrated on computer simulated, scatter-free transmission data [J].
Sidky, EY ;
Yu, L ;
Pan, X ;
Zou, Y ;
Vannier, M .
JOURNAL OF APPLIED PHYSICS, 2005, 97 (12)