Optimization design of laser X-ray radiography for density diagnosis in compressed matter

Zhang Tian-Kui; Han Dan; Wu Yu-Chi; Yan Yong-Hong; Zhao Zong-Qing; Gu Yu-Qiu

doi:10.7498/aps.65.045203

Abstract

The shock wave driven by laser is an important tool for investigating equation of state and can provide the state of compressed matter. The X-ray source, generated by the short-pulse intense laser interaction with the solid target, has the properties of short pulse, small spot, high yield and tunable energy. Therefore the X-ray source is the first chosen as a backlighter for the diagnosis of dynamic process. The model of the X-ray radiography is established by Monte Carlo code Geant4. The density distribution in an object is obtained by hydrodynamic code Multi-1D and the laser parameters are obtained by the XGIII laser facility. Under the condition of one-dimensional density the object in the shape of rectangular solid, three evaluation criterions, root mean square, peak value and ratio of rise gradient, are defined for evaluating density results. The signal-to-noise, spatial resolution, and contrast of radiography results have been optimized. First, the signal-to-noise has been optimized and the optimization magnification is 5.6 with the photon yield 1012. Second, the spatial resolution according to different spot X-ray source has been simulated by designing resolution plate radiography. Third, in the condition of same magnification, the influence of source yield on radiography result has been analyzed. Fourth, the radiography results of different X-ray energy have been simulated. The optimization energy for radiography requests that the penetrability ratio is greater than 1.5 and the photon count in pixel after penetrating the compressed matter is greater than 3000. And the optimum criteria make sure that the radiography images simultaneously have high contrast and high signal-to-noise. The radiography of one-dimensional density object in the shape of cylinder has been simulated. The Abel inversion algorithm is established based on Radon inversion. The inversion result accords well with the designed density distribution in simulation at the request of the radius of X-ray source less than 5 m. The inversion result basically accords with the designed density distribution in simulation at the request of the radius of X-ray source less than 15 m. This work will contribute to the measurement experiments on the compressed matter achieved by laser-driven-shock and provide the reference for the optimization of radiography based on X-ray.

Keywords:

Authors and contacts

1.
Science and Technology on Plasma Physics Laboratory, Laser Fusion Research Center, China Academy of Engineering Physics, Mianyang 621900, China;
2.
Shanghai Jiao Tong University, IFSA Collaborative Innovation Center, Shanghai 200240, China

Corresponding author: Zhao Zong-Qing, zhaozongqing99@gmail.com

Funds: Project supported by the National Natural Science Foundation of China (Grant Nos. 11505166, 11375161, 11405159, 11174259) and the Foundation of Science and Technology on Plasma Physics Laboratory, China (Grant Nos. 9140C680301150C68297, 9140C680306120C68253, 9140C680302130C68242).

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[18]	Vaughan K, Moore A S, Smalyuk V, Wallace K, Gate D, Glendinning S G, McAlpin S, Park H S, Sorce C, Stevenson R M 2013 High Energ. Dens. Phys. 9 635
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[21]	Shao H, Zhu D P, Wu Y X 2005 J. Shanghai JiaoTong Univ. 39 1375 (in Chinese) [邵华, 朱丹平, 吴毅雄 2005 上海交通大学学报 39 1375]
[22]	Wang J, Zhao Z Q, He W H, Zhu B, Dong K G, Wu Y C, Zhang T K, Niu G, Zhou K N, Xie N, Zhou W M, Gu Y Q 2015 Chin. Opt. Lett. 13 031001

Cited By

[1]	Ravasio A, Koenig M, Pape S L, Benuzzi-Mounaix A, Park H S, Cecchetti C, Patel P, Schiavi A, Ozaki N, Mackinnon A, Loupias B, Batani D, Boehly T, Borghesi M, Dezulian R, Henry E, Notley M, Bandyopadhyay S, Clarke R, Vinci T 2008 Phys. Plasmas 15 060701
[2]	Pape L S, Neumayer P, Fortmann C, Doppner T, Davis P, Kritcher A, Landen O, Glenzer S 2010 Phys. Plasmas 17 056309
[3]	Liu T H, Hao Z Q, Gao X, Liu Z H, Lin J Q 2014 Chin. Phys. B 23 085203
[4]	Wang J X, Gao X, Song C, Lin J Q 2015 Acta Phys. Sin. 64 045204 (in Chinese) [王绩勋, 高勋, 宋超, 林景全 2015 物理学报 64 045204]
[5]	Brambrink E, Wei H G, Barbrel B, Audebert P, Benuzzi-Mounaix A, Boehly T, Endo T, Gregory C D, Kimura T, Kodama R, Ozaki N, Park H S, Koenig M 2009 Phys. Rev. E 80 056407
[6]	Neumayer P, Fortmann C, Dppner T, Davis P, Falcone R W, Kritcher A L, Landen O L, Lee H J, Lee R W, Niemann C, Pape L S, Glenzer S H 2010 Phys. Rev. Lett. 105 075003
[7]	Loupias B, Perez F, Benuzzi-Mounaix A, Ozaki N, Rabec M, Gloahec L E, Pikuz T A, Faenov A Y, Aglitskiy Y, Koenig M 2009 Laser and Particle Beams 27 601
[8]	Brambrink E, Wei H G, Barbrel B, Audebert P, Benuzzi-Mounaix A, Boehly T, Endo T, Gregory C, Kimura T, Kodama R, Ozaki N, Park H S, Gloahec R L M, Koenig M 2009 Phys. Plasmas 16 033101
[9]	Fortney J J, Glenzer S H, Koenig M, Militzer B, Saumon D, Valencia D 2009 Phys. Plasmas 16 041003
[10]	Pape L S, Macphee A, Hey D, Patel P, Mackinnon A, Key M, Pasley J, Wei M, Chen S, Ma T, Beg F, Alexander N, Stephens R, Offerman D, Link A, Van-Woerkom L, Freeman R 2008 Rev. Sci. Instrum. 79 106104
[11]	Ravasio A, Romagnani L, Pape L S, Benuzzi-Mounaix A, Cecchetti C, Batani D, Boehly T, Borghesi M, Dezulian R, Gremillet L, Henry E, Hicks D, Loupias B, MacKinnon A, Ozaki N, Park H S, Patel P, Schiavi A, Vinci T, Clarke R, Notley M, Bandyopadhyay S, Koenig M 2010 Phys. Rev. E 82 016407
[12]	Wang R R, Chen W M, Wang W, Dong J Q, Xiao S L 2010 Chin. Phys. B 19 075202
[13]	Zhu W, Ye Y, Zhu P F, Liu Z Q, Xia C Q, Shen B F, Liang X Y, Leng Y X, Qian W X, Li J, Li 4 R, Li Z Y, Peng Q X 2012 High Power Laser and Particle Beams 24 2651 (in Chinese) [朱巍, 叶雁, 朱鹏飞, 刘振清, 夏长权, 沈百飞, 梁晓燕, 冷雨欣, 钱伟新, 李军, 李泽仁, 李作友, 彭其先 2012 强激光与粒子束 24 2651]
[14]	Xiong J, Dong J Q, Jia G, Wang R R, Wang W, Fu S Z, Zheng W D 2013 Chin. Phys. B 22 065201
[15]	Park H S, Chambers D M, Chung H K, Clarke R J, Eagleton R, Giraldez E, Goldsack T, Heathcote R, Izumi N, Key M H, King J A, Koch J A, Landen O L, Nikroo A, Patel P K, Price D F, Remington B A, Robey H F, Snavely R A, Steinman D A, Stephens R B, Stoeckl C, Storm M, Tabak M, Theobald W, Town R P J, Wickersham J E, Zhang B B 2006 Phys. Plasmas 13 056309
[16]	Park H S, Maddox B R, Giraldez E, Hatchett S P, Hudson L T, Izumi N, Key M H, Pape L S, MacKinnon A J, MacPhee A G, Patel P K, Phillips T W, Remington B A, Seely J F, Tommasini R, Town R, Workman J, Brambrink E 2008 Phys. Plasmas 15 072705
[17]	Tommasini R, Hatchett S P, Hey D S, Iglesias C, Izumi N, Koch J A, Landen O L, MacKinnon A J, Sorce C, Delettrez J A, Glebov V Y, Sangster T C, Stoeckl C 2011 Phys. Plasmas 18 056309
[18]	Vaughan K, Moore A S, Smalyuk V, Wallace K, Gate D, Glendinning S G, McAlpin S, Park H S, Sorce C, Stevenson R M 2013 High Energ. Dens. Phys. 9 635
[19]	Ramis R, Schmalz R, Meyer-Ter-Vehn J 1988 Comput. Phys. Commun 49 475
[20]	Buis E J, Vacanti G 2009 Nucl. Instrum. Methods Phys. Res. Sect. A 599 260
[21]	Shao H, Zhu D P, Wu Y X 2005 J. Shanghai JiaoTong Univ. 39 1375 (in Chinese) [邵华, 朱丹平, 吴毅雄 2005 上海交通大学学报 39 1375]
[22]	Wang J, Zhao Z Q, He W H, Zhu B, Dong K G, Wu Y C, Zhang T K, Niu G, Zhou K N, Xie N, Zhou W M, Gu Y Q 2015 Chin. Opt. Lett. 13 031001

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Vol. 65, Issue 4 - 2016-02-20

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