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Nanocrystal size distribution

In the hot injection process, the high reaction temperature, the reactive precursors, and the rapid injection cooperatively render the reaction system extremely highly supersaturated at the start. Soon after the injection, the reaction kinetics afterwards runs on a steep downhUl slope of the chemical potential, along with a rapid decrease in the supersaturation level. Then, how does the nanocrystal size distribution evolve as the reaction proceeds ... [Pg.143]

Obviously, while Equation 15.88 strictly holds for monodis-perse nanocrystal size distribution, it holds on average for polydisperse size distribution. The combination of Equations 15.86a and 15.88 leads to our working equation... [Pg.453]

Obviously, in real polymer-drug systems, the frame is complicated by the polydispersion of nanocrystal size distribution (as shown by Equations 15.96 through 15.98) that implies the existence of nanocrystals characterized by different solubility. However, as a first approximation, the solubility of a polydisperse nanocrystal ensemble can be identified with that competing to the nanocrystal characterized by the radius R having the highest probability of being found in the nanocrystal size distribution, that is the... [Pg.456]

Wlrile size distribution is important, control over tire nanocrystal surface is equally important. The best nanocrystal syntlieses provide avenues for nanocrystals to be purified, collected as powders, and tlien redissolved in appropriate solvents. This requires control over tire surface chemistry, in order to control tire solubility of tire nanocrystals. [Pg.2900]

Figure C2.17.4. Transmission electron micrograph of a field of Zr02 (tetragonal) nanocrystals. Lower-resolution electron microscopy is useful for characterizing tire size distribution of a collection of nanocrystals. This image is an example of a typical particle field used for sizing puriDoses. Here, tire nanocrystalline zirconia has an average diameter of 3.6 nm witli a polydispersity of only 5% 1801. Figure C2.17.4. Transmission electron micrograph of a field of Zr02 (tetragonal) nanocrystals. Lower-resolution electron microscopy is useful for characterizing tire size distribution of a collection of nanocrystals. This image is an example of a typical particle field used for sizing puriDoses. Here, tire nanocrystalline zirconia has an average diameter of 3.6 nm witli a polydispersity of only 5% 1801.
Peng Z G, Wickham J and Alivisatos A P 1998 Kinetics of ll-VI and lll-V colloidal semiconductor nanocrystal growth focusing of size distributions J. Am. Chem. Soc. 120 5343... [Pg.2914]

Hines, M. A. and Scholes, G. D. (2003). Colloidal PbS Nanocrystals with Size-Timable Near-Infrared Emission Observation of Post-Synthesis Self-Narrowing of the Particle Size Distribution. Adv. Mater. 15 1844-1849... [Pg.182]

Under deposition of cobalt nanocrystals, self-assemblies of particles are observed and the nanocrystals are organized in a hexagonal network (Fig. 2). However, it can be seen that the grid is not totally covered. We do not have a simple explanation for such behavior. In fact, the size distribution, which is one of the major parameters in controlling monolayer formation, is similar to that observed with the other nanocrystals, such as silver and silver sulfide. One of the reasons could be that the nanocrystals have magnetic properties, but there is at present no evidence for such an assumption. [Pg.318]

The primary goal of the researchers has been to produce Q-dots possessing all of the attributes of the Q-dots prepared using liquid-phase synthetic methods (that is adjustability of the nanocrystal identity and diameter and size monodispersity) and also the technological utility of Q-dots prepared by MBE (specifically, the deposition of nanocrystals with a defined orientation and an electrical output contact). It was shown that the E/C-synthesized 5-CuI and CdS Q-dots were indeed epitaxial with narrow size distribution and strong photoluminescence tunable by the particle size. Qne of the advantages of the E/C method is that it can be made size selective. The key point is that the size as well as the size dispersion of product nanoparticles are directed actually by the corresponding properties of the metal nanoparticles therefore the first deposition step assumes special importance. [Pg.187]

Peng X, Wickham J, Ahvisatos AP (1998) Kinetics of 11-VI and III-V colloidal semiconductor nanocrystal growth Focusing of size distributions. J Am Chem Soc 120 5343-5344... [Pg.308]

Figure 12.8 (a) FESEM image of prepared nanoc stals. (b) Size distribution of the nanoc stals evaluated from the FESEM image (a). This distribution was built up by scaling the long-axis of 100 individual nanocrystals. [Pg.218]

Interestingly, it has been argued that nanoparticulate formation might be considered as a possibility for obtaining new silicon films [379]. The nanoparticles can be crystalline, and this fact prompted a new line of research [380-383], If the particles that are suspended in the plasma are irradiated with, e.g., an Ar laser (488 nm), photoluminescence is observed when they are crystalline [384]. The broad spectrum shifts to the red, due to quantum confinement. Quantum confinement enhances the bandgap of material when the size of the material becomes smaller than the radius of the Bohr exciton [385, 386]. The broad PL spectrum shows that a size distribution of nanocrystals exists, with sizes lower than 10 nm. [Pg.113]

Lisiecki, I. and Pileni, M.P. (2003) Synthesis of well-defined and low size distribution cobalt nanocrystals the limited influence of reverse micelles. Langmuir, 19 (22), 9486-9489. [Pg.82]

Colloidal CdS particles 2-7 nm in diameter exhibit a blue shift in their absorption and luminescence characteristics due to quantum confinement effects [45,46]. It is known that particle size has a pronounced effect on semiconductor spectral properties when their size becomes comparable with that of an exciton. This so called quantum size effect occurs when R < as (R = particle radius, ub = Bohr radius see Chapter 4, coinciding with a gradual change in the energy bands of a semiconductor into a set of discrete electronic levels. The observation of a discrete excitonic transition in the absorption and luminescence spectra of such particles, so called Q-particles, requires samples of very narrow size distribution and well-defined crystal structure [47,48]. Semiconductor nanocrystals, or... [Pg.432]

Transmission electron microscopy (TEM) is used to image nanocrystal (lateral) size, shape and size distribution. Electron diffraction (ED) provides information... [Pg.36]

Electronic absorption spectroscopy has played a pivotal role in the development of methods for synthesizing pure semiconductor nanocrystals. Nanocrystal sizes, size distributions, growth kinetics, growth mechanisms, and electronic structures have all been studied in detail using electronic absorption spectroscopy. [Pg.82]


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