2009
DOI: 10.1002/cem.1220
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Efficient model‐free deconvolution of measured femtosecond kinetic data using a genetic algorithm

Abstract: Due to the uncertainty relation between the temporal and spectral widths of a laser pulse, sufficient selectivity in excitation and detection energy does not allow much shorter pulses in a femtosecond pump-probe experiment than about 100 fs. Many ultrafast chemical processes have comparable characteristic times, so the results of these experiments are severely distorted by convolution of the kinetic response function with the pulses used. If we do not know the underlying photochemical and kinetic model, the on… Show more

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Cited by 7 publications
(1 citation statement)
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“…As time resolution is usually a few hundreds of femtoseconds, any transient phenomena occurring faster, or on the same timescale, are affected by the convolution of the true kinetics with the IRF. Direct deconvolution of the kinetic traces can be performed by fitting the model function [6], by model-free methods using inverse filtering based on Fourier transformations [19][20][21] or by methods based on genetic algorithms [22]. We propose here to tackle the problem of deconvolution in the frame of MCR by fitting the time-dependent concentration profiles extracted from the MCR resolution into pure components with a function including the description of the IRF.…”
Section: Introductionmentioning
confidence: 99%
“…As time resolution is usually a few hundreds of femtoseconds, any transient phenomena occurring faster, or on the same timescale, are affected by the convolution of the true kinetics with the IRF. Direct deconvolution of the kinetic traces can be performed by fitting the model function [6], by model-free methods using inverse filtering based on Fourier transformations [19][20][21] or by methods based on genetic algorithms [22]. We propose here to tackle the problem of deconvolution in the frame of MCR by fitting the time-dependent concentration profiles extracted from the MCR resolution into pure components with a function including the description of the IRF.…”
Section: Introductionmentioning
confidence: 99%