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Semiconductor quantum confinement

In low-dimensional systems, such as quantum-confined. semiconductors and conjugated polymers, the first step of optical absorption is the creation of bound electron-hole pairs, known as excitons [34). Charge photogcncration (CPG) occurs when excitons break into positive and negative carriers. This process is of essential importance both for the understanding of the fundamental physics of these materials and for applications in photovoltaic devices and photodctcctors. Since exciton dissociation can be affected by an external electric field, field-induced spectroscopy is a powerful tool for studying CPG. [Pg.138]

H. Noglik and W. J. Pietro, Chem. Mater., 7, 1333 (1995). Surface Functionalization of Cadmium Sulfide Quantum Confined Semiconductor Nanoclusters. 2. Formation of a Quantum Dot Condensation Polymer. [Pg.297]

The absence of an enormous enhancement in radiative decay rates in the nanocrystals can also be verified by electronic absorption spectroscopy. The original claim stated that the Mn2+ 47) —> 6A1 radiative decay lifetime dropped from xrad = 1.8 ms in bulk Mn2+ ZnS to xrad = 3.7 ns in 0.3% Mn2+ ZnS QDs ( 3.0 nm diameter) (33). This enhancement was attributed to relaxation of Mn2+ spin selection rules due to large sp-d exchange interactions between the dopant ion and the quantum-confined semiconductor electronic levels (33, 124— 127). Since the Mn2+ 47 > 6Ai radiative transition probability is determined... [Pg.94]

The future of this line of research lies not in the enzyme mimicry described above but more in the novel optical and especially non-linear optical properties of quantum confined semiconductor systems - the production of optical computer elements such as optical transistors, spatial light modulators and phase conjugate materials. From the biomimetic perspective we are moving in the direction of the silicon-based brain ... [Pg.153]

SIMPLE THEORETICAL ANALYSIS OF THE PHOTOEMISSION FROM QUANTUM CONFINED SEMICONDUCTORS... [Pg.121]

In recent years, the importance and impact of QWs, QWWs and QDs are already well known in the whole field of nanoscience and technology. Although many new effects associated with quantum confinement have already been reported, nevertheless it appears from the literature that the photoemission from quantum confined semiconductors has been relatively less studied [1]. Therefore, it would be of interest to study the photoemission from QWs, QWWs and QDs of nonparabolic semiconductors. [Pg.121]

Gaponik et al. [217] demonstrated another device based on hybrid of thioglycolic capped CdTe and polyaniline with low turn-on voltages (2.5 V), tunable emitted color (from green to red, depending on the size of the QDs 2.5-4.0 nm), and considerably enhanced QE. These results opened up new opportunities for optimization of the properties of light-emitting structures based on quantum-confined semiconductors. [Pg.203]

Most of the important applications of polymer-based nanocomposites have been realized in the optical area by the interesting association of the organic and inorganic components. Usually, optical composites are seen to be mixtures of a functional material and a processable matrix [49]. Optically functional parts include quantum-confined semiconductors, inorganic oxides, organic materials (small molecules), and polymers. The processable matrix materials are usually polymers but can also be copolymers, polymer blends, glass, or ceramics. [Pg.257]

All QDs of the present work enable a unique possibility of characterization due to the size-dependent fundamental band gap energy of small and quantum confined semiconductor nanoparticles. As soon as the particle diameter of the material approaches the dimension of its specific Bohr radius, quantum confinement occurs in a way that the energy difference between the highest energy state in the valence band and the lowest energy state in the conduction band increases. Additionally, the non-forbidden energy levels discretize. [Pg.281]

In conclusion, these results are an excellent platform for the further development of processing tools for small nanoparticles below 20 nm. We investigated highly relevant aspects of the process chain that needs to be considered. After having established a comparatively easy and in situ applicable characterization technique for quantum confined semiconductor nanoparticles, we analyzed the particle formation mechanism and different aspects of colloidal stability. The latter included agglomeration phenomena but also shape transformations and shape stability. Finally, post-processing was addressed via classification by size selective precipitation (SSP) (Scheme 1). [Pg.301]

Beard, M. C. Luther, J. M. Semonin, O. E. Nozik, A. J., Third generation photovoltaics based on multiple exciton generation in quantum confined semiconductors. Acc. Chem. Res. 2013,46, 1252-1260. [Pg.179]

Figure C2.17.11. Exciton energy as a function of particle size. The Bms fonnula is used to calculate the energy shift of the exciton state as a function of nanocrystal radius, for several different direct-gap semiconductors. These estimates demonstrate the size below which quantum confinement effects become significant. Figure C2.17.11. Exciton energy as a function of particle size. The Bms fonnula is used to calculate the energy shift of the exciton state as a function of nanocrystal radius, for several different direct-gap semiconductors. These estimates demonstrate the size below which quantum confinement effects become significant.
Generation of nanoparticles under Langmuir monolayers and within LB films arose from earlier efforts to form nanoparticles within reverse micelles, microemulsions, and vesicles [89]. Semiconductor nanoparticles formed in surfactant media have been explored as photocatalytic systems [90]. One motivation for placing nanoparticles within the organic matrix of a LB film is to construct a superlattice of nanoparticles such that the optical properties of the nanoparticles associated with quantum confinement are preserved. If mono-layers of capped nanoparticles are transferred, a nanoparticle superlattice can be con-... [Pg.69]

The formation of semiconductor nanoparticles and related stmctures exhibiting quantum confinement within LB films has been pmsued vigorously. In 1986, the use of the metal ions in LB films as reactants for the synthesis of nanoscale phases of materials was described [167]. Silver particles, 1-2 mn in size, were produced by the treatment of silver be-henate LB films with hydrazine vapor. The reaction of LB films of metal salts (Cd, Ag, Cu, Zn, Ni, and Pb ) of behenic acid with H2S was mentioned. The use of HCl, HBr, or HI was noted as a route to metal halide particles. In 1988, nanoparticles of CdS in the Q-state size range (below 5 mn) were prepared inside LB films of cadmium arachi-... [Pg.89]

Nanda KK, Sahu SN (2001) One-dimensional quantum confinement in electrodeposited PbS nanocrystaUine semiconductors. Adv Mater 13 280-283... [Pg.206]

F. Capasso, Graded-Gap and Superlattice Devices by Band-gap Engineering W. T. Tsang, Quantum Confinement Heterostructure Semiconductor Lasers... [Pg.653]


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