摘要
根据干涉场中的光强分布规律,推导出牛顿环的光强分布表达式.运用误差分析方法,得出干涉环的宽度对曲率半径R的测量误差没有影响,必须用加权平均值及其标准偏差处理实验数据等结论,同时导出了两个新的推论.
According to the law of light intensity distribution in the interferencefield, an expression for the distribution of light intensity in the Newton's rings isderived. By use of the error analysis, some conclusions are obtained. The spacingbetween two fringes has no effect upon the error of measurement of the curvatureradius R,and for processing experimental data the weighted mean and its standarddeviations must be used, at the same time, two new deductions are obtained.
出处
《北京理工大学学报》
EI
CAS
CSCD
1997年第2期220-225,共6页
Transactions of Beijing Institute of Technology
关键词
牛顿环
测量误差
加权平均值
标准偏差
干涉
Newton's rings
error of measurement
weighted mean
standard deviation