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3D island

A similar procedure has been used to cathodically deposit lead telluride, PbTe, onto n-Si(lOO) wafers from an acidic electrolyte containing Pb(ll) and Te(IV) species at ambient conditions [106], Rock salt PbTe particles with size from 80 to 180 nm were obtained, distributed randomly on the Si substrate. The mechanism of PbTe nucleation was considered to involve OPD of 3D islands of tellurium followed by lead UPD. The barrier for anodic current formed at the n-Si/PbTe interface rendered the deposition of PbTe irreversible, although high-efficiency photooxidation... [Pg.179]

Ge distribution. With this respect, the method is fully self-consistent. Further details on MC-FEM can be found in Refs. [9,10]. In Ref. [10] the method was also extended to treat entropic contributions at finite temperatures. Here, however, we shall focus on elastic-energy minimization only. Let us now apply the method to islands of different height-to-base aspect ratios, quantifying the effect of non-uniform concentration profiles on the elastic energy stored in 3D islands. [Pg.6]

Au(lll) substrate is modified at low A by a commensurate 2D Cuads overlayer (cf. Section 3.4). The deposition of 3D Cu bulk phase follows a Stranski-Krastanov growth mechanism, l.e., formation of 3D islands on top of an internally strained 2D Cuads overlayer [4.44, 4.80, 4.81]. [Pg.195]

The explanation of enhanced activity is not at first sight directly related to the apparition of 3D islands. However, high resolution STM observations, in the 2-4 ML range, revealed a nanostructuration, similar to that observed when 4 ML... [Pg.430]

Deposition of Pb in 5mM Pb(C104)2 and lOmM HCIO4 solution at large overpotentials occurs via a 3D island growth. It follows a progressive nucleation process at low overpotentials and is mainly initiated at the surface inhomogeneities. The number of atoms in the critical nucleus is estimated to be very small, about 11. The small Pb clusters are stable within a certain anodic potential range. [Pg.250]

Equation (44) is the polarization curve equation for a modified inert electrode for y = 1. It is valid for inert substrates modified by active microparticles or nanoparticles as well as by 2D and 3D islands of active metal. [Pg.175]

Fig. 14 Frame-captured LEEM video images showing Stranski-Krastanov growth of Sio.sGeo.s. The elapsed time during growth is indicated under each frame. Approximate Si-Ge coverage for each frame 0 ML at Osec 1 ML at 40 sec 2 ML at 70 sec 3 ML at 100 sec 4 ML at 130 sec 5 ML at 160 sec 6 ML at 190 sec and 3D islands at 46min. Field of view is 8 pm. (From Ref l)... Fig. 14 Frame-captured LEEM video images showing Stranski-Krastanov growth of Sio.sGeo.s. The elapsed time during growth is indicated under each frame. Approximate Si-Ge coverage for each frame 0 ML at Osec 1 ML at 40 sec 2 ML at 70 sec 3 ML at 100 sec 4 ML at 130 sec 5 ML at 160 sec 6 ML at 190 sec and 3D islands at 46min. Field of view is 8 pm. (From Ref l)...
Detailed measiuements using a number of different teehniques revealed that the subsequent multilayer growth on top of the reaehed eopper stmeture substrate is aeeompanied by a pronouneed dewetting leading to the formation of tall 3D islands with a bulk-like stmeture on top of the ehemisorbed wetting layer [61]. [Pg.221]

Since the first observation of the formation of defect-free three-dimensional (3D) islands in the early stage of germanium deposition on silicon, the growth of Ge/Si self-assembled quantum dots has attracted a considerable interest [1]. The carrier localization, the three-dimensional confinement, the high Ge content achieved with the heterostructures represent specific advantages for a new generation of devices... [Pg.447]


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See also in sourсe #XX -- [ Pg.94 , Pg.95 , Pg.97 , Pg.113 , Pg.114 , Pg.118 ]




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