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Lifetime parameters molecules

Thus after a period of tf the intensity has dropped to 37% of h, that is 63% of the molecules return to the ground state before tf. In many cases the above expression needs to be modified into more complex expressions. First of all it is assumed that the instrument yields an infinite (or very) short light pulse at time zero. In cases where tf is small Ig must be replaced by a function, which describes the lamp profile of the instrument. Also, more than one lifetime parameter is often needed to describe the decay profile, which is l(t) must be expressed as a sum of exponentials. Finally the concept of anisotropy should be mentioned. Anisotropy is based on selectively exciting molecules with their absorption transition moments aligned parallel to the electric vector of polarized light. By looking at the polarization of the emission the orientation of the fluorophore can be measured. The anisotropy of the system is defined as (Equation 6) (Rendell, 1987 Lakowicz, 2006) ... [Pg.220]

Chemical reactions can be studied at the single-molecule level by measuring the fluorescence lifetime of an excited state that can undergo reaction in competition with fluorescence. Reactions involving electron transfer (section C3.2) are among the most accessible via such teclmiques, and are particularly attractive candidates for study as a means of testing relationships between charge-transfer optical spectra and electron-transfer rates. If the physical parameters that detennine the reaction probability, such as overlap between the donor and acceptor orbitals. [Pg.2497]

The anisotropy parameter is also sensitive to both the lifetime and geometry of the dissociating molecule. For an instantaneous dissociation, and... [Pg.315]

If the photolysis process is not immediate, but instead has some finite lifetime r, the parent molecule may have time to rotate during dissociation and so wash out the angular distribution. In this case a reduced effective anisotropy parameter (/3eff) is used to characterize the observed angular distribution. The relationship between [3eg and parent lifetime can be expressed as52,54... [Pg.316]

On the basis of a priori knowledge of the system, the number of fit parameters can be sometimes constrained. In the case of a FRET imaging experiment, the lifetime component corresponding to the donor molecules that do not exhibit FRET can be assumed constant. Now, the fitting would require one fit parameter less and consequently fewer detected photons per pixel are required for a reliable fit. [Pg.136]

Fluorescence is a well-observed phenomenon characteristic of many materials and the different forms of their aggregation. Meantime the vast majority of studies on fluorescence have been on small organic molecules in liquid solutions. Parameters of their emission (intensity, lifetime, anisotropy, and positions of excitation and emission spectra) were found to be extremely sensitive to intermolecular interactions [1], which justifies their extensive application in various sensing technologies... [Pg.108]

From the practical point of view, the radiative decay rate kr may be assumed to be independent of the external parameters surrounding the excited sensor molecule. Its value is determined by the intrinsic inability of the molecule to remain in the excited state. The radiative decay rate kr is a function of the unperturbed electronic configuration of the molecule. In summary, for a given luminescent molecule, its unperturbed fluorescent or phosphorescent decay rate (or lifetime) may be regarded to be only a function of the nature of the molecule. [Pg.259]

The time constant or lifetime t of the sensor luminescence is determined by the value of [Parameter]. For sensor-carrier preparations with a uniform composition in which all sensor molecules return to the ground state with the same probability we have ... [Pg.265]

Three parameters are readily obtainable from FiMR spectra which may be useful in studying binding interactions the chemical shift [jS], the linewidth (Av) or the apparent or effective spin-spin relaxation time (T2 ), and the spin-lattice relaxation time (Ti). C chemical shifts can reflect steric strain and change in the electronic environment within a molecule when it hinds to another species. Spin-lattice and spin-spin relaxation times can yield information on the lifetimes, sizes and conformations of molecular complexes. [Pg.161]

In these Lorentzian lines, the parameter x describes the kinetic decay lifetime of the molecule. One says that the spectral lines have been lifetime or Heisenberg broadened by an amount proportional to l lx. The latter terminology arises because the finite lifetime of the molecular states can be viewed as producing, via the Heisenberg uncertainty relation AEAt > -h, states whose energy is "uncertain" to within an amount AE. [Pg.329]

Two useful fluorescence parameters are the quantum yield and the lifetime. Quantum yield is a property relevant to most photophvsical and photochemical processes, and it is defined for fluorescence as in (1.101. More generally it is a measure of the efficiency with which absorbed radiation causes the molecule to undergo a specified change. So for a photochemical reaction it is the number of product molecules formed for each quantum of light absorbed ... [Pg.22]


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See also in sourсe #XX -- [ Pg.385 , Pg.386 ]




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Lifetime parameters

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