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Quenchers properties

This is only an approximate relation correlating the cross-section to quencher properties since it ignores Franck-Condon and other effects. Nonetheless, a plot of In (ag) versns In agpj g) is fonnd to be reasonably linear. ... [Pg.451]

As just mentioned, phosphorus porphyrins have unique photochemical properties. Their photophysics is also interesting. Emitter-quencher assemblies based on porphyrin building blocks have attracted attention due to their potential to serve as models in photosynthetic research (see [90] for an example) or for the development of photoswitches that could be used for the fabrication of molecular electronic/optical devices. In this context, Maiya and coworkers constructed a P(VI) porphyrin system 59b with two switchable azobenzene groups positioned in the apical positions of the pseudo-octahedral phosphorus atom [92]. Photoswitch ability (luminescence on/off) was demonstrated as... [Pg.30]

The photophysical properties of lanthanide ions are influenced by their local environment, the nature of the quenching pathways available to the excited states of sensitizing chromophores, and the presence of any available quenchers (as we have seen when discussing bioassay). All of these factors can be exploited for the sensing of external species. [Pg.940]

When compared to fluorescent proteins, fluorophores and quenchers of fluorescence (short quenchers) are small molecules with sizes varying from 1 to 10 A. They are the main building blocks for constructing small molecule FRET probes. As molecular entities, they might influence the performance of the probe to a great extent. Their fluorescent properties will determine the sensitivity and dynamic range of the sensor. The success of the probe for a specific application will depend on the selection of the right fluorophores... [Pg.237]

The most commonly used quenchers and their properties... [Pg.256]

E° for the quencher couple show regions of slope 1/2 and slope 1 as predicted by eq. 9 and 10. In fact, the theoretical equations appear to account for the observed variation of lnk q with Eot satisfactorily. Given the agreement with theory, it follows that if an excited state is thermally equilibrated, it can be viewed as a typical chemical reagent with its own characteristic properties, and that those properties can be accounted for by using equations and theoretical developments normally used for ground state reactions. [Pg.158]

Suitable triplet quenchers should have the following properties ... [Pg.177]

The above discussed dendrimers 1 and 2 containing a cyclam core and 8 or 16 naphthyl units at the periphery, respectively, can also efficiently bind metal ion quenchers, such as Ni2+, Co2+, and Cu2+. However, changes in the luminescence properties are completely different from those reported before upon addition of Zn2+ because the dendritic naphthyl units can be involved in photoinduced energy and/or electron transfer processes with the presently investigated metal ions. [Pg.265]

Here, is the rate constant for radiative decay (fluorescence), while k r is the combined rate constant for aU non-radiative decay processes, is virtually constant and is an inherent property of the material in question, and for this material is significantly greater than k r, given the high fluorescence efficiency. When a fluorescence quencher, such as TNT, is introduced, km increases because an additional efficient non-radiative pathway now exists. This, via Eq. (4), makes r smaller. [Pg.219]

Thus, for a mineral to be luminescent the following three conditions must be satisfied at once (1) a suitable type of crystal lattice favorable to forming emission centers (2) sufficient content of luminescence centers and (3) a small amount of quenchers. We arrange the luminescent minerals in our book according to the main major element, the substitution of which by luminescence centers determines the emission properties of a mineral. [Pg.45]

In conclusion, selective HT quenching of Sf and CB by AN and MA yielded Xc=120, X = 240, and tdpcb = 380 psec, which is attributed to the isomerization via the twisting only in c-Sf. It is also suggested that diabatic isomerization from c-St to l-St proceeds via an avoidable crossing of the D2, Di, and Dq states. To determine the x of M with = can be essentially applied to any M , although it is necessary to find an appropriate molecule as a selective hole quencher. Moreover, the x of M must be longer than 50 psec, because [AN] is 2 M at the maximum to keep the solvent property. [Pg.676]


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See also in sourсe #XX -- [ Pg.245 ]




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