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南开大学现代光学研究所
收稿日期:1987-05-11,
纸质出版日期:1988-05-30
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林美荣, 李湘正, 陈文驹. 测量分子荧光寿命的一种新方法[J]. 发光学报, 1988,9(2): 144-151
Lin Meirong, Li Xangzheng, Chen Wenju. A NEW METHOD FOR MEASURING MOLECULAR FLUORESCENCE LIFETIME[J]. Chinese Journal of Luminescence, 1988,9(2): 144-151
分子的荧光寿命
通常可用脉冲荧光法进行测量。若荧光寿命接近或小于仪器响应时间时
则观测到的荧光衰变曲线是真实的荧光衰变曲线与仪器响应函数卷积的结果。为此须采用解卷积方法来求得荧光寿命。解卷积运算不仅其计算过程繁重
而且计算结果受检测仪器响应函数的准确度的影响很大。 本工作提出一种新的测量荧光寿命的方法。该方法是根据观测的荧光衰变曲线的峰值所对应的时间
t
max
随荧光寿命的增大而单调地变大的关系
选用一些已知寿命的荧光物质作为标准样品
测量标准样品的
t
max
~τ关系曲线
然后测量待测样品的
t
max
据此求出荧光寿命τ。这种方法简便、准确可毋须进行解卷积运算。
When the pulse-fluorescence method is used to measure molecular fluorescence-lifetime
and if it is near to or smaller than the instrumental response time
the observed fluorescence decay curve is a convolution of the true fluorescence decay curve and the instrumental response function. That is
if the true fluorescence decay curve is
G(t)
and the instrumental response function is
F(t)
then the observed fluorescence decay curce will be
D(t)=∫
0
t
G(t′)F(t-t′)dt′
.Therefore
it needs to carry out deconvolution proceeding for obtaining the true fluorescennce decay curve. In deconvolution method. the calculation is very strenuous and its result is dependent on the accuracy in measuring the instrumental response function:a small deviation of
F(t)
may produce a iserious deviation or wrong result for calculating fluorescence lifetime.
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