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Quantum dots experimental data

Fig. 9.23 Critical potential (onset of absorption change) vs. diameter of ZnO colloids. Dots, experimental data (see Fig. 9.22) solid line, from quantum mechanical calculations. (After ref. [64])... Fig. 9.23 Critical potential (onset of absorption change) vs. diameter of ZnO colloids. Dots, experimental data (see Fig. 9.22) solid line, from quantum mechanical calculations. (After ref. [64])...
Figure 38. Absorption spectrum of pyrazine in the energy region of the S1-S2 conical intersection. Shown are (a) quantum mechanical (full line) and semiclassical (dotted line) results for the four-mode model (including a phenomenological dephasing constant of T2 = 30 fs) and (b) the experimental data [271],... Figure 38. Absorption spectrum of pyrazine in the energy region of the S1-S2 conical intersection. Shown are (a) quantum mechanical (full line) and semiclassical (dotted line) results for the four-mode model (including a phenomenological dephasing constant of T2 = 30 fs) and (b) the experimental data [271],...
Fig. 5.61. Decay time and quantum yield of blue emission as a function of temperature dots are experimental data and solid lines are best fit curves... Fig. 5.61. Decay time and quantum yield of blue emission as a function of temperature dots are experimental data and solid lines are best fit curves...
Figure 1. Comparison at identical parameter values of experimental and quantum-mechanical values for the microwave field strength for 10% ionization probability as a function of microwave frequency. The field and frequency are classically scaled, u>o = and = q6, where no is the initially excited state. Ionization includes excitation to states with n above nc. The theoretical points are shown as solid triangles. The dashed curve is drawn through the entire experimental data set. Values of no, nc are 64, 114 (filled circles) 68, 114 (crosses) 76, 114 (filled squares) 80, 120 (open squares) 86, 130 (triangles) 94, 130 (pluses) and 98, 130 (diamonds). Multiple theoretical values at the same uq are for different compensating experimental choices of no and a. The dotted curve is the classical chaos border. The solid line is the quantum 10% threshold according to localization theory for the present experimental conditions. Figure 1. Comparison at identical parameter values of experimental and quantum-mechanical values for the microwave field strength for 10% ionization probability as a function of microwave frequency. The field and frequency are classically scaled, u>o = and = q6, where no is the initially excited state. Ionization includes excitation to states with n above nc. The theoretical points are shown as solid triangles. The dashed curve is drawn through the entire experimental data set. Values of no, nc are 64, 114 (filled circles) 68, 114 (crosses) 76, 114 (filled squares) 80, 120 (open squares) 86, 130 (triangles) 94, 130 (pluses) and 98, 130 (diamonds). Multiple theoretical values at the same uq are for different compensating experimental choices of no and a. The dotted curve is the classical chaos border. The solid line is the quantum 10% threshold according to localization theory for the present experimental conditions.
A detailed discussion of experimental in vitro and in vivo testing methodologies and results is not the purpose of this chapter. There are some comprehensive reviews covering this topic. For instance, the contribution by Oberdorster et al. [45] who have summarized recent data and highlighted gaps in this field two works [60, 61] review data on environmental and human effects of carbon nanotubes in relation to their properties a paper [62] that discusses toxicological endpoints of combustion-derived nanoparticles a review [63] of quantum dots toxicity an excellent review devoted to toxicity of particular nanomaterials classes by Borm et al. [26] and many others. [Pg.210]

Presented experimental data reveal that for CdSe/ZnS quantum dots with two ZnS monolayers values follow a monotonous function drastically decaying with the QD core diameter. From the physico-chemical point of view, we conjecture that upon interaction of P with QD surface, the electron wave function may be locally modified (via inductive and/or mesomeric effects [9]) forming a surface local state capable to trap the electron of the photogenerated exciton (Fig. 2A). Thus, we will consider the behaviour of the electron wave function at the interface to the functional pyridyl group of the attached porphyrin. The single-carrier envelope wave functions y/a in a spherical core/shell QD are determined by the Schrodinger equation... [Pg.146]

Consider first the complete P and T behavior of the transport properties of an ordinary fluid, as shown schematically in Fig. 1. f Of particular significance is the decrease in these properties with increasing temperature, shown by the isobars in the upper left-hand portion of the diagram. This is typical classical liquid behavior. In the present paper only that portion of the behavior illustrated in Fig. 1 which is identified by the heavily dotted section of the saturation curve connecting the triple point and the critical point will be discussed. By utilizing the quantum mechanical law of corresponding states, it has been possible to extrapolate in a theoretically consistent manner the experimental data for the saturated liquid for the light elements between the triple point and the critical point, as well as predict entirely the transport properties of several other isotopic species. [Pg.190]

Here NaCl(lOO) is the face of a single crystal of salt and the dots represent the physisorbed bond dominated by electrostatic contributions as in the case of van der Waals molecules. The vibrational energy in CO of 2100 cm exceeds the physisorbed bond strength of 1500 cm so predissociation is possible and relaxed CO flies away with kinetic energy AE 600 cm. For the same reason vibrational predissociation is inefficient for N2 -N2 so it is for the relaxation of eq. 12. Indeed attempts to photodesorb CO from NaCl(lOO) have failed and the quantum yield for this relaxation channel is < 10". Theory to account for relaxation channels from excited molecules physisorbed to surfaces is developing but the paucity of experimental data prevents a calibration of the calculations. The selection rule of eq. 5 can be easily extended to qualitatively account for photodesorption and becomes... [Pg.23]

Evanescent wave microscopy has already yielded a number of contributions to the fields of micro- and nano-scale fluid and mass transport, including investigation of the no-slip boundary condition, applications to electrokinetic flows and verification of hindered diffusion. With more experimental data and improvements to TIRE techniques the accuracy and resolution these techniques are certain to improve. Improvements that will assist include the continued development of uniform, bright tracer particles (such as quantum dots), the irr5)rovement of high NA imaging optics and high sensitivity camera systems, and further development of variable index materials for better control of the penetration depth characteristics. [Pg.643]

Figure 12. Photoreflectance spectrum at 300K (dotted line) of GaAs/ Gao gjAlo 16 8 iTiultiple quantum well, with well and barrier widths of 71 A. The solid line is a least-square fit of the experimental data to a first-derivativeofaGaussianlineshapeform. The arrows indicate the energies of the various transitions as obtained from the fit (63). Figure 12. Photoreflectance spectrum at 300K (dotted line) of GaAs/ Gao gjAlo 16 8 iTiultiple quantum well, with well and barrier widths of 71 A. The solid line is a least-square fit of the experimental data to a first-derivativeofaGaussianlineshapeform. The arrows indicate the energies of the various transitions as obtained from the fit (63).

See other pages where Quantum dots experimental data is mentioned: [Pg.207]    [Pg.55]    [Pg.309]    [Pg.310]    [Pg.328]    [Pg.328]    [Pg.584]    [Pg.541]    [Pg.742]    [Pg.75]    [Pg.571]    [Pg.128]    [Pg.177]    [Pg.72]    [Pg.82]    [Pg.279]    [Pg.437]    [Pg.146]   
See also in sourсe #XX -- [ Pg.35 , Pg.353 ]

See also in sourсe #XX -- [ Pg.35 , Pg.353 ]




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Quantum dot

Quantum dots experimental

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