1
616
C. Ranjith et al. / Spectrochimica Acta Part A 75 (2010) 1610–1616
fitting parameter, determine fine fit for the bi-exponential decay
and are found to be <1.3 and the average lifetime (ꢃav) is calculated
using the following equation [32]:
of the acetoxy coumarin compounds in cell imaging and dye-laser
techniques is in progress.
Acknowledgements
2
1
2
2
˛1
ꢃ
+ ˛ ꢃ
2
ꢃav =
˛1
ꢃ + ˛ ꢃ
1
2
2
The authors are thankful to the Department of Science & Tech-
nology (DST) New Delhi, India for Fund for Improvement of Science
& Technology (FIST) and Department of Chemistry, University of
Calicut for providing laboratory facilities. Thanks are also due to
Dr. Suresh Das, Photosciences and Photonics Group, Chemical Sci-
ences and Technology Division for supporting the photophysical
investigation at National Institute of Interdisciplinary Science and
Technology (NIIST), Trivandrum and Prof. N.R. Krishnaswamy, Ban-
galore, Dr. Sankaran Nedumbamana and Dr. Suresh Velate, John F.
Welch Technology Centre, GE Global Research, Bangalore, India for
the valuable inputs to the work.
where ꢃ1 and ꢃ2 are the lifetime values of the two emissive states
and ˛1 and ˛2 are called the pre-exponential factors, which give
the abundance of each emissive state. The average lifetime values
of all coumarin derivatives are summarized in Table 1.
3.5. Radiative and non-radiative decay constants
The fluorescence emission is a random process and occurs by
a unimolecular process. The radiative lifetime of the excited state
may be defined in terms of a first order decay process. The radiative
decay constant (kR) and non-radiative decay constant (kNR) can be
calculated by knowing the quantum yield (˚F) and lifetime values
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