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Fluorescence symmetrically functionalized

Figure 8.10 Fluorescence spectra of nanoaggregates from the symmetrically functionalized oligomers CLP4, MOP4, CNP4, and NMeP4 after continuous-wave excitation at 325 nm. Figure 8.10 Fluorescence spectra of nanoaggregates from the symmetrically functionalized oligomers CLP4, MOP4, CNP4, and NMeP4 after continuous-wave excitation at 325 nm.
A long-wavelength probe 29 signaling carbohydrates in aqueous solutions by increasing of fluorescence was developed by Akkaya and Kukre on the basis of a symmetrical squaraine dye containing two phenylboronic acid functions [89]. The emission maximum of this probe is at 645 nm. A maximal response of about 25% was found for fructose. [Pg.83]

Material like sapphire, which is a uniaxial crystal, does not show nonlinear fluorescence, and direct visualization of filaments is, consequently, not an option. However, the effect of rotation of plane polarization can also be probed in such materials by monitoring the spatial size of the white light disc, and of the spectrum of the super continuum that is produced. Figure 5.3 depicts some typical results obtained with 3 mm long sapphire crystals. The extent of the supercontinuum spectrum is seen to vary as a function of polarization angle. The supercontinuum spectrum has two components [39] symmetric broadening about the incident wavelength that is essentially ascribable to... [Pg.87]

Chinese researchers reported a synthetic route to photochrome 16 (Scheme 7), in which the aldehyde functions are then transformed into cyclic acetals and thioacetals, methylol and dicyanoethylene groups (07T5437, 08T2576). Scheme 7 also gives (at the bottom) symmetrical photochrome 17 (where R are ferrocenyl substituents), which does not exhibit fluorescence in the initial state, but shows fluorescence in the cyclic form and which is also synthesized starting from dialdehyde 16 (08AFM302). [Pg.6]

Figure 6.8. Fluorescence excitation spectra of matrix isolated 9-deuteroxyphenalenone (lower) and methyl-9-deuteroxyphenalenone (upper) as examples of nearly symmetric and asymmetric double well potentials for hydrogen transfer, shown on the left. The suppression of hot band 01 is shown in a separate spectrum at 3.5 K. Due to asymmetry of the potential, the wave functions are linear combinations of the left and right well function with different amplitudes if/t = a2 + b2, ij/a = -b2 + a2, b/a = 0.22 and 0.80 in the ground and excited states of the methyl derivative. (From Barbara et al. [1989].)... Figure 6.8. Fluorescence excitation spectra of matrix isolated 9-deuteroxyphenalenone (lower) and methyl-9-deuteroxyphenalenone (upper) as examples of nearly symmetric and asymmetric double well potentials for hydrogen transfer, shown on the left. The suppression of hot band 01 is shown in a separate spectrum at 3.5 K. Due to asymmetry of the potential, the wave functions are linear combinations of the left and right well function with different amplitudes if/t = a<t>2 + b<j>2, ij/a = -b<j>2 + a<f>2, b/a = 0.22 and 0.80 in the ground and excited states of the methyl derivative. (From Barbara et al. [1989].)...
The rotational diffusion of molecules is investigated by exciting their fluorescence with short pulses of polarized light and by observing the time dependence of the polarized emission. For a symmetric body the anisotropy of the emission (Fig. 9) is characterized by 3 rotational relaxation times each of which is a function of the rotational diffusion constants around the main axes of rotation. The corresponding amplitudes a depend on the position of the absorption vector and the emission vector within the coordinates of the rotating unit. [Pg.34]

According to this rule the normalized spectra of absorption and fluorescence expressed as a function of the frequency are specularly symmetric with respect to a line normal to the frequency axis at the intersection of these two spectra. The mathematical expression for the mirror image relationship is... [Pg.65]

As we have shown in Sec. III. A, the second-order correlation function of the fluorescence field depends on correlation functions of the atomic dipole moments (S+(f)S+(f + x)Sy(t)Sj (t)), which correspond to different processes including photon emissions from a superposition of the excited levels. Therefore, we write the correlation functions G (R, t) and G (R, t R, t + x) in terms of the symmetric and antisymmetric superposition states as... [Pg.132]

Figure 47. Top Experimental fluorescence decays corresponding to the excitation and detection of the S, - Og band of jet-cooled r-stilbene expansion orifice 70 fim, 75 psig Ne backing pressure, nozzle T 150°C, laser-to-nozzle distance 3 mm. Bottom Fluorescence anisotropies r(t). The experimental trace was obtained directly from the parallel and perpendicular decays at the top of the figure using the expression for r(t). The upper theoretical trace was obtained from decays calculated for an asymmetric top (rotational constants 2.678,0.262, and 0.250 GHz) at 5 K with convolution of the experimental response function accounted for. The bottom trace was calculated from the bottom two decays (symmetric top) of Fig. 46. Figure 47. Top Experimental fluorescence decays corresponding to the excitation and detection of the S, - Og band of jet-cooled r-stilbene expansion orifice 70 fim, 75 psig Ne backing pressure, nozzle T 150°C, laser-to-nozzle distance 3 mm. Bottom Fluorescence anisotropies r(t). The experimental trace was obtained directly from the parallel and perpendicular decays at the top of the figure using the expression for r(t). The upper theoretical trace was obtained from decays calculated for an asymmetric top (rotational constants 2.678,0.262, and 0.250 GHz) at 5 K with convolution of the experimental response function accounted for. The bottom trace was calculated from the bottom two decays (symmetric top) of Fig. 46.
The number of terms (up to five, but only three of them independent) and values of pre-exponential factor A, depend on the fluorophore symmetry and on the orientations of and in the molecule. The rotation correlation times, Tc,i, reflect the main components of the gyration tensor only. For the parallel orientation of both dipole moments, the initial anisotropy in a fluid system has the highest possible value, ro = A = 0.4. In the case of a spherical rotor, fluorescence anisotropy reduces to a single exponential function. For a symmetric rotor, r t) is either single-or double-exponential, depending on the orientation of dipole moments with respect to the long axis. [Pg.197]

Figure 6 Characterization of receptor/chemokine complexes. (A) Analytical SEC traces of varying quality. The top trace has a sharp, symmetric peak while the peak in the bottom trace has a shoulder (indicated by arrow), which is a sign that the sample is partially aggregated. (B) Analytical SEC trace of the ACKR3/CXCL12 complex. (C) CPM measurements are used to determine the midpoint of thermal unfolding (Tm) of the receptor. Data can be plotted either as CPM fluorescence as a function of temperature (top) or as the derivative of the fluorescence (bottom). (D) CPM experiments with apo ACKR3 and the ACKR3/CXCL12 complex. Figure 6 Characterization of receptor/chemokine complexes. (A) Analytical SEC traces of varying quality. The top trace has a sharp, symmetric peak while the peak in the bottom trace has a shoulder (indicated by arrow), which is a sign that the sample is partially aggregated. (B) Analytical SEC trace of the ACKR3/CXCL12 complex. (C) CPM measurements are used to determine the midpoint of thermal unfolding (Tm) of the receptor. Data can be plotted either as CPM fluorescence as a function of temperature (top) or as the derivative of the fluorescence (bottom). (D) CPM experiments with apo ACKR3 and the ACKR3/CXCL12 complex.
The 57/n-bimane has a substantial permanent dipole moment, fi = lAbD [12], but Si has B2 symmetry it is polarized along x, at right angles to the dipole axis, so fluorescence - though allowed - is not an overwhelmigly favored process. Intersystem crossing from Si to Ti is strictly forbidden in the planar 5yn-bimane, because both have the same space symmetry, and conservation of overall symmetry would require crossing to a triplet component with a totally symmetric spin function that cannot exist in C2V Rx is totally symmetric in so production of Tx(a") is weakly allowed in the non-planar 5yn-bimane, but would hardly be expected to compete with fluorescence and internal conversion to Sq. [Pg.247]


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Function symmetrical

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