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高功率激光诱导光学元件损伤阈值测量的不确定度分析
引用本文:张问辉,胡建平,陈建国,段利华,马平.高功率激光诱导光学元件损伤阈值测量的不确定度分析[J].强激光与粒子束,2005,17(4):528-532.
作者姓名:张问辉  胡建平  陈建国  段利华  马平
作者单位:四川大学,电子信息学院,四川,成都,610065;成都精密光学工程研究中心,四川,成都,610041;成都精密光学工程研究中心,四川,成都,610041;四川大学,电子信息学院,四川,成都,610065
基金项目:中国工程物理研究院基金资助课题
摘    要: 激光诱导损伤阈值作为一实验参量,对其结果作不确定度分析有利于激光工作者在某个精度范围内获知该参量的信息。从激光损伤和损伤阈值定义出发,分析了基于ISO11254的损伤几率测试法测试激光诱导损伤阈值的不确定度来源,包括激光能量测量、激光光斑有效面积测量、各能量密度处损伤几率的计算以及对损伤几率点进行直线拟合这4个方面。并利用统计学原理和线性拟合等理论对这4个方面引起的不确定度分量及最终测试结果的相对合成不确定度进行了计算。以1 064 nm高反薄膜样品为例,分析表明:损伤几率点的计算和几率图中损伤几率的直线拟合是损伤阈值测试结果不确定度的主要来源,当样品的损伤阈值为7.79 J/cm2时,这两种因素引起的相对不确定度可分别在4%和18%左右,损伤阈值的相对合成不确定度达18.72%。

关 键 词:激光损伤阈值  相对不确定度  相对合成不确定度  直线拟合
文章编号:1001-4322(2005)04-0528-05
收稿时间:2004/6/7
修稿时间:2004年6月7日

Analysis of uncertainty of measured laser-induced damage threshold
ZHANG Wen-hui,HU Jian-ping,CHEN Jian-guo,DUAN Li-hua,MA Ping.Analysis of uncertainty of measured laser-induced damage threshold[J].High Power Laser and Particle Beams,2005,17(4):528-532.
Authors:ZHANG Wen-hui  HU Jian-ping  CHEN Jian-guo  DUAN Li-hua  MA Ping
Institution:1. College of Electronic Information, Sichuan University, Chengdu 610065,China;2. Chengdu Fine Optical Engineering Research Center, P.O.Box 450, Chengdu 610041,China
Abstract:The laser-induced damage threshold (LIDT) is regulated by the ISO11254 standard based on the damage frequency method, and its uncertainty information is useful for the researchers. Analysis shows that the origins of the uncertainty, which valves can be solved by statistics and linear fit theory, lie in measurements of the energy and effective area of the laser beam, calculation of the damage probability in a limited fluence range and the linear fit process in the damage frequency scheme. At last, an 1 064 nm HR thin-film sample was tested in this work. The results indicate that the last two origins are the major uncertainty of the LIDT, they are respectively about 4% and 18% while the LIDT is 7.79 J/cm~2, and the total relative combined uncertainty of LIDT of the sample reaches 18.72%.
Keywords:Laser-induced damage threshold(LIDT)  Relative uncertainty  Relative combined uncertainty  Linear fit process
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