Paper
2 September 2011 Towards modelling of stochastic kinetics for process related to photochromic dye semi-intercalation in DNA-based polymer matrix
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Abstract
The semi-intercalation of an azo-dye Disperse Red 1 (DR1) molecule into a biopolymeric material made of deoxyribonucleic acid (DNA) complexed with the cationic surfactant hexadecyltrimethyl-ammonium chloride (CTMA) formulated recently1-3 has successfully explained the main experimental results4 of laser dynamic inscription of diffraction gratings: short response time, low diffraction efficiency, single-exponential kinetics and flat wavelength dependence.5 In this paper we generalize the analytic model of Ref.2 to account for a more realistic dynamics of DNA-CTMA matrix. To this end we extend the model of paper5 by including into it probabilistic features of local free volume in DNA matrix which characterize, in a simple way, the spatial distribution of local voids which, in turn play the central role for the kinetics of photoinduced trans-cis-trans cycles of DR1 dye under the polarized laser light illumination. We discuss a stochastic master equation which generalizes the simple model of Ref.2 and address briefly the topic of non-exponential grating inscription in modelling and in recent experiments.
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Antoni C. Mitus, Grzegorz Pawlik, Wojciech Kordas, Jaroslaw Mysliwiec, Andrzej Miniewicz, Francois Kajzar, Ileana Rau, and James G. Grote "Towards modelling of stochastic kinetics for process related to photochromic dye semi-intercalation in DNA-based polymer matrix", Proc. SPIE 8103, Nanobiosystems: Processing, Characterization, and Applications IV, 810309 (2 September 2011); https://doi.org/10.1117/12.893549
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Cited by 2 scholarly publications.
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KEYWORDS
Monte Carlo methods

Diffraction gratings

Molecules

Stochastic processes

Diffraction

Polymers

Modeling

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