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Silicon crystal self-interstitials

For example, the formation of an intrinsic interstitial defect requires the simultaneous creation of a vacancy. These may not remain close together in the crystal, and it is legitimate to consider that the two defects occur in equal numbers. Thus, in silicon it is possible to write the formation equation for silicon self-interstitials, Sii as... [Pg.38]

Theoretical studies of diffusion aim to predict the distribution profile of an exposed substrate given the known process parameters of concentration, temperature, crystal orientation, dopant properties, etc. On an atomic level, diffusion of a dopant in a silicon crystal is caused by the movement of the introduced element that is allowed by the available vacancies or defects in the crystal. Both host atoms and impurity atoms can enter vacancies. Movement of a host atom from one lattice site to a vacancy is called self-diffusion. The same movement by a dopant is called impurity diffusion. If an atom does not form a covalent bond with silicon, the atom can occupy in interstitial site and then subsequently displace a lattice-site atom. This latter movement is believed to be the dominant mechanism for diffusion of the common dopant atoms, P, B, As, and Sb (26). [Pg.349]

Point Defect Models of Diffusion in Silicon. Under conditions of thermal equilibrium, a Si crystal contains a certain equilibrium concentration of vacancies, C v°, and a certain equilibrium concentration of Si self-interstitials, Cz°. For diffusion models based on the vacancy, Cv° Cf and the coefficients of dopant diffusion and self-diffusion can be described by equation 27 (15)... [Pg.290]

As an example of the study of vacancies and self-interstitial impurities by the continued fraction expansion of Eq. (S.2S), we mention the work of Kauffer et al. These authors consider impurities in silicon and set up a model tight-binding Hamiltonian with s p hybridization, which satisfactorily describes the valence and conduction bands of the perfect crystal. A cluster of 2545 atoms is generated, and vacancies (or self-interstitial impurities) are introduced at the center of the cluster. One then takes as a seed state an appropriate orbital or symmetrized combination of orbitals, and the recursion method is started. Though self-consistent potential modifications are neglected in this paper, the model leads to qualitatively satisfactory results within a simple physical picture. [Pg.169]

The diffusion of dopants in semiconductors has been briefly discussed in Sect. 2.1.3. At an atomic scale, the diffusion of a FA in a crystal lattice can take place by different mechanisms, the most common being the vacancy and interstitial mechanisms in silicon and germanium (see for instance [25]). The interstitial/substitutional or kick-out mechanism, which is an interstitial mechanism combined with the ejection of a lattice atom (self-interstitial) and its replacement by the dopant atom is also encountered for some atoms like Pt in silicon. [Pg.37]

A monatomic crystal such as silicon can contain vacancies at normally occupied atomic positions, and interstitial atoms, called self-interstitials, at normally unoccupied sites in the... [Pg.1073]

Figure 3.11 Point defects in pure crystals, such as silicon (a) a vacancy and (b) an interstitial (shown here as a self-interstitial)... Figure 3.11 Point defects in pure crystals, such as silicon (a) a vacancy and (b) an interstitial (shown here as a self-interstitial)...
An excess concentration of intrinsic point defects (vacancies or silicon self-interstitials) arises when the crystal is cooled under certain thermal conditions (Cho et al., 2006). This process leads to the formation of secondary grown-in microdefects (A-microdefects or microvoids) (V.l. Talanin LE. Talanin, 2004). We have proposed the physical classification of grown-in microdefects. It is based on the differences in the physical nature of the formation of primary and secondary grown-in microdefects (V.l. Talanin LE. Talanin, 2006a). [Pg.614]

Voronkov, V.V. (2008). Grown-in defects in silicon produced by agglomeration of vacancies and self-interstitial. Journal Crystal Growth, Vol. 310, No. 7-9, pp. 1307-1314, ISSN 0022-0248. [Pg.632]

Self-interstitial in silicon. Crystalline silicon is by far the most important material for today s microelectronic industry. The performance of a semiconductor device depends critically on the purity of the silicon crystals. Oxygen is the... [Pg.1564]


See other pages where Silicon crystal self-interstitials is mentioned: [Pg.4]    [Pg.38]    [Pg.220]    [Pg.116]    [Pg.303]    [Pg.46]    [Pg.117]    [Pg.197]    [Pg.117]    [Pg.113]    [Pg.1108]    [Pg.622]    [Pg.217]    [Pg.244]    [Pg.36]   
See also in sourсe #XX -- [ Pg.281 ]




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Silicon self-interstitial

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