K9和熔石英玻璃纳秒基频激光损伤特性的实验对比研究

刘红婕; 王凤蕊; 罗青; 张振; 黄进; 周信达; 蒋晓东; 吴卫东; 郑万国

doi:10.7498/aps.61.076103

摘要

利用光学元件基频激光损伤测试平台,通过实验测试相同条件下K9和熔石英两类常用光学元件的初始损伤阈值、损伤增长阈值和损伤增长规律,对比研究了两类光学元件的基频激光损伤特性.结果表明,K9和熔石英光学元件的初始损伤阈值基本相同,损伤面积增长都遵循指数性增长规律,损伤深度成线性增长.但两者损伤增长特性仍有很大的差别,与熔石英相比,K9激光损伤增长阈值较低,并且相同通量下的激光损伤增长更为迅速,通过两类光学材料抗压性能的巨大差异很好地解释了这一现象.该研究结果对国内高功率激光装置的透射光学材料工程应用有非常重要的参考价值.

关键词:

Abstract

The initial damage threshold, the damage growth threshold and the damage growth laws of K9 glass and fused silica glass are tested respectively in the same experimental condition with 1 nanosecond laser. The comparison of the laser induced damage performance between the two glass materials is performed. The results show that the initial damage thresholds of the two glass materials are the same, the damage area growths both obey the exponential increase rule and their damage depth growths obey the linear increase rule. However, there is apparent difference in the rule of damage growth. For example, the damage growth threshold is lower and the damage growth coefficient is higher for K9 glass. This can be explained by the difference in the material mechanical strength between the two glass materials. The present research is very important for choosing transparent optical materials used in high power laser.

Keywords:

laser damage /
fused silica glass /
K9 glass /
1

作者及机构信息

1.
中国工程物理研究院激光聚变研究中心, 绵阳 621900

基金项目: 国家自然科学基金(批准号: 20903083)和中国工程物理研究院科学基金(批准号: 2011B0401065)资助的课题.

Authors and contacts

1.
Research Center of Laser Fusion, China Academy of Engineering Physics, Mianyang 621900, China

Funds: Project supported by the National Natural Science Foundation of China (Grant No. 20903083), and the Science Foundation of China Academy of Engineering Physics, China Grant No. 2011B0401065).

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施引文献

[1]	Moses E I, Campbell J H, Stolz C J, Wuest C R 2003 Proc. of SPIE 5001 1
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[7]
[8]	Xiao G Y, Fan D Y, Wang S J, Lin Z Q, Gu Y, Zhu J Q, Zhen Y X, Zhu J, Liu F Q, Chen S C, Chen Q H, Huang G L, Deng X M 1998 Proc. of SPIE 3492 890
[9]
[10]	Salleo A, Genin F, Yoshiyama J, Stolz C J, Kozlowski M 1998 Proc of SPIE 3244 341
[11]
[12]	Miller P, Suratwala T, Bude J, Laurence T A, Shen N, Steele WA, Feit M, Menapace J, Wong L 2009 LLNL-PROC-420439
[13]
[14]	Bercegol H, Bouchut P, Lamaignre L, LeGarrec B, Raze G 2004 Proc of SPIE 5273 312
[15]
[16]	Negres R A, Norton M A, Cross D A, Carr C W 2010 Opt. Exp. 18 19966
[17]
[18]	Fleck J A, Morris J R, Bliss E S 1978 IEEE J. Quant Elec. QE-14 353
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[20]
[21]	Miller P E, Suratwala T I, Wong L L, Feit M D, Menapace J A, Davis P J 2005 Proc of SPIE 5991 599101-1
[22]	Bien-Aim K, Nauport J Tovena-Pecault I, Fargin E, Labrug`ere C, Belin C, Couzi M 2009 Appl. Opt. 48 2228
[23]
[24]
[25]	Smith A V, Do B T 2008 Proc of SPIE 7132 71321E-1
[26]	Liu H J, Huang J,Wang F R, Zhou X D, Jiang X D,WuWD 2010 Acta Phys. Sin. 59 1308 (in Chinese) [刘红婕, 黄进, 王凤蕊, 周信达, 蒋晓东, 吴卫东 2010 59 1308]
[27]
[28]
[29]	Liu H J, Zhou X D, Huang J, Wang F R, Jiang X D, Huang J, Wu W D, Zheng W G 2011 Acta Phys. Sin. 60 065202 (in Chinese)[刘红婕, 周信达, 黄进, 王凤蕊, 蒋晓东, 黄竞, 吴卫东, 郑万国 2011 60 065202]
[30]	Huang J, Jiang X D, Liu H J, Lv H B,Wang H J, Yuan X D, Zheng W G 2010 Acta Phys. Sin. 59 4677 (in Chinese) [黄进, 蒋晓东, 刘红婕, 吕海滨, 王海军, 袁晓东, 郑万国 2010 59 4677]
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[42]
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[45]	jing : Science Press) (in Chinese) [饭田修一, 大野和郎, 神前熙 1979 物理学常用数表 (北京:科学出版社)]
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