摘要
为了实现任意球面元件的超高反射率测量,提出直腔和折叠腔两种光腔结构,以实现0°,10°,15°和30°等不同角度下球面元件的超高反射率测量。详细分析了这两种测量方式,根据光束传输变换公式,推导了任意球面元件在测量中引入的衰荡光腔物理腔长的变化,得到了实验测量中腔长调节指导。并根据光腔衰荡法原理,推导了球面元件在超高反射率测量中的通用数学表达式,对测量公式进行了讨论,分析结果扩展了光腔衰荡法在元件超高反射率测量的使用范围。
In order to measure super-high reflectivity of any sphere optical element at different angles, such as 0°, 10°, 15°, 30° and so on, two optical resonator structures are put forward: one is straight-cavity, and the other is folded-cavity. Physical length of the ring-down cavity is defined based on the concept of light path. These two kinds of measurement methods are ana- lyzed in detail. When spherical surface is put in the ring-down cavity, it brings length misalignment of the ring-down cavity. This varied length is derived based on the beam transmission and transformation law, which can be used as length adjustment guidance of the ring-down cavity for reflectivity measurement. In addition, according to reflectivity measuring principle of cavity ring- down, mathematical expressions of reflectivity measuring for spherical components are deduced at different angles, which are dis- cussed separately. The results expand the super-high reflectivity measurement scope of optical elements for the cavity ring-down method.
出处
《强激光与粒子束》
EI
CAS
CSCD
北大核心
2013年第2期287-291,共5页
High Power Laser and Particle Beams
基金
国军标课题(GJB-10ZW015)
关键词
光学测量
反射率
光腔衰荡
球面元件
物理腔长
optical measurement
reflectivity
cavity ring-down
spheric optical element
physical cavity length