1979
DOI: 10.1016/0009-2614(79)85202-1
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Orientation factor in concentration effects due to nonradiative energy transfer in luminescent systems

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1983
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Cited by 23 publications
(8 citation statements)
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“…5 and 9 is, in most cases, taken as equal to 2/3 when the active molecules are treated (Bojarski and Dudkiewicz, 1979)] and a value of 0.476 is assumed for a statistical distribution of motionless dipoles. However, in liquid systems, when the excitation localization time T ( changes in conjunction with the concentration, the angular factor, as shown earlier (Bojarski and Dudkiewicz, 1979;Bojarski and Grabowska, 1980), will change together with the concentration. In this case we have taken into account the dependence of the angular factor (re2) and the concentration (see Fig.…”
Section: ( D R L 0 ) ' E X Pmentioning
confidence: 99%
See 1 more Smart Citation
“…5 and 9 is, in most cases, taken as equal to 2/3 when the active molecules are treated (Bojarski and Dudkiewicz, 1979)] and a value of 0.476 is assumed for a statistical distribution of motionless dipoles. However, in liquid systems, when the excitation localization time T ( changes in conjunction with the concentration, the angular factor, as shown earlier (Bojarski and Dudkiewicz, 1979;Bojarski and Grabowska, 1980), will change together with the concentration. In this case we have taken into account the dependence of the angular factor (re2) and the concentration (see Fig.…”
Section: ( D R L 0 ) ' E X Pmentioning
confidence: 99%
“…3). The dependence (ae2(y)) has been calculated by using formulas (Bojarski and Dudkiewicz, 1979): . .…”
Section: ( D R L 0 ) ' E X Pmentioning
confidence: 99%
“…For FMN τ 0 = 5.36ns, τ rot = 6.56ns (in GWI), τ rot = 6.56ns (in GWII) [70] and τ I were calculated [166] …”
Section: Nonradiative Energy Transfer Between Fmn Molecules In Viscoumentioning
confidence: 99%
“…Averaging over dipole orientations Ω a and Ω d in Eq. (5) and averaging over directions of dipole centers Ω r are inequivalent if spatially forbidden regions of energy transfer are present. Averaging over Ω r should be carried out with the corresponding distribution function that gives the region of steric hindrance.…”
mentioning
confidence: 99%
“…The anisotropy of energy transfer is exceedingly important in photochemistry and photobiology. Therefore, studies specially dedicated to calculations of the orientational factor for a donor and acceptor conjugated to a macromolecule have been published [3][4][5][6]. Also, the theory of the anisotropy of time-resolved luminescence that takes into account the orientational factor and internal rotations of the chromophores with intramolecular resonance energy transfer in biomolecules has been developed [7,8].…”
mentioning
confidence: 99%