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Crystal silicon lattice structure

Figure 2. Crystal silicon lattice structure. The blue chain of silicon atoms corresponds to the backbone of polysilane. The red lattice plane is formed by bonding blue chains to each other. Figure 2. Crystal silicon lattice structure. The blue chain of silicon atoms corresponds to the backbone of polysilane. The red lattice plane is formed by bonding blue chains to each other.
Boron implant with laser anneal. Boron atoms are accelerated into the backside of the CCD, replacing about 1 of 10,000 silicon atoms with a boron atom. The boron atoms create a net negative charge that push photoelectrons to the front surface. However, the boron implant creates defects in the lattice structure, so a laser is used to melt a thin layer (100 nm) of the silicon. As the silicon resolidihes, the crystal structure returns with some boron atoms in place of silicon atoms. This works well, except for blue/UV photons whose penetration depth is shorter than the depth of the boron implant. Variations in implant depth cause spatial QE variations, which can be seen in narrow bandpass, blue/UV, flat fields. This process is used by E2V, MIT/LL and Samoff. [Pg.140]

The insertion of the oxygen atoms widens the silicon lattice considerably. A relatively large void remains in each of the four vacant octants of the unit cell. In natural cristobalite they usually contain foreign ions (mainly alkali and alkaline earth metal ions) that probably stabilize the structure and allow the crystallization of this modification at temperatures far below the stability range of pure cristobalite. To conserve electrical neutrality, probably one Si atom per alkali metal ion is substituted by an A1 atom. The substitution of Si... [Pg.124]

Tetragonal crystal system, 8 114t Tetragonal lattice structure, of silicon, 22 482... [Pg.933]

The surfaces of colloidal particles are often charged and these changes can arise from a number of sources. Chemically bound ionogenic species may be found on the surface of particles such as rubber or paint latex particles. Charged species may be physically adsorbed if ionic surface active materials, for example, have been added. A charged surface may occur on a crystal lattice. An example is the isomorphous substitution of lower valency cations such as aluminium for silicon in the lattice structure of clays. A further example is the adsorption of lattice ions... [Pg.52]

Figure 5.1. Illustration of a unit cell of the diamond cubic lattice. The arrows designate the [001], [010], and [100] directions. Both silicon and germanium crystallize into the diamond cubic lattice structure, where each atom is bonded to four neighboring atoms in a tetrahedral geometry. Figure reproduced from Ref. [30] with permission. Figure 5.1. Illustration of a unit cell of the diamond cubic lattice. The arrows designate the [001], [010], and [100] directions. Both silicon and germanium crystallize into the diamond cubic lattice structure, where each atom is bonded to four neighboring atoms in a tetrahedral geometry. Figure reproduced from Ref. [30] with permission.
In its crystalline state, germanium, similar to silicon, is a covalent solid that crystallizes into a diamond cubic lattice structure. Like for Si, both the (100) and (111)... [Pg.330]

Surface Reaction Kinetics-Based Models. The basic consideration in reaction kinetics models is that the reaction rate is determined by the lattice strueture on the surface. The difference in the lattice structures of various crystal planes gives rise to differences in surface bond density, electron density, surface free energy, and so on, which then determine the dissolution rate of the surface silicon atoms. All etching... [Pg.318]

Surface roughness of silicon crystals has clear crystallographic characteristics as illustrated in Fig. 34 [78]. On a microscopic scale, roughness is associated with lattice steps, vacancies, and so on, which are determined by the lattice structure of the surface. At a macroscopic level, crystallographic character may be revealed in the topographic features, for example, the hillocks formed on (100) surface. [Pg.796]

The band structure of solids has been studied theoretically by various research groups. In most cases it is rather complex as shown for Si and GaAs in Fig. 1.5. The band structure, E(kf is a function of the three-dimensional wave vector within the Brillouin zone. The latter depends on the crystal structure and corresponds to the unit cell of the reciprocal lattice. One example is the Brillouin zone of a diamond type of crystal structure (C, Si, Ge), as shown in Fig. 1.6. The diamond lattice can also be considered as two penetrating face-centered cubic (f.c.c.) lattices. In the case of silicon, all cell atoms are Si. The main crystal directions, F —> L ([111]), F X ([100]) and F K ([110]), where Tis the center, are indicated in the Brillouin zone by the dashed lines in Fig. 1.6. Crystals of zincblende structure, such as GaAs, can be described in the same way. Here one sublattice consists of Ga atoms and the other of As atoms. The band structure, E(k), is usually plotted along particular directions within the Brillouin zone, for instance from the center Falong the [Hl] and the [HX)] directions as given in Fig. 1.5. [Pg.6]

The distribution of carbon in single-crystal silicon is not uniform (36). Since the carbon atom is smaller than the silicon atom it replaces, high local concentrations of carbon can produce a localized strain in the lattice, which can serve as nucleation centers for the formation of structural defects such as "swirl patterns (36). [Pg.213]

Pure silicon is an insulator, similar to diamond in both crystal structure and electronic structure. The electronic structure in pure silicon can be represented by the filled and empty bands shown in Fig. 28.6(a). Suppose that we remove a few of the silicon atoms and replace them by phosphorus atoms, each of which has one more electron than the silicon atom. The energy levels of the phosphorus atoms, impurity levels, are superposed on the band system of the silicon these levels do not match those in silicon exactly. (Since there are so few phosphorus atoms, the levels are not split into bands.) It is found that the extra electrons introduced by the phosphorus atoms occupy the impurity levels shown in Fig. 28.6(b), which are located slightly below the empty band of the silicon lattice. In these levels the electrons are bound to the phosphorus atoms and cannot conduct a current since the... [Pg.716]

The study of silicon samples processed by a compression plasma flow has established that in the range of initial MPC voltage of 2.8-3.2 kV periodic structures are formed on silicon, and at 3.4-3.6 kV the formation of craters is observed. X-ray analysis has shown, that after plasma processing there is an increase of the silicon lattice constant in the surface layer. Its monocrystallinity is kept independently of periodic structures are formed on the surface or not. The decrease of the band-gap energy is connected with an increase of the silicon crystal lattice constant during crystallization after action of the compression plasma. [Pg.498]

The Si(Li) detector crystal is made from high-purity silicon. Lithium atoms are drifted into its lattice structure to compensate for undesirable electronic properties caused by the presence of impurity... [Pg.5198]

For example, consider silicon, the most prevalent semiconductor. Figure 9.9 shows two representations of a pure silicon lattice using Lewis dot structures. Each silicon atom has four valence electrons and is therefore tetrahedrally bonded to four neighboring Si atoms. This repeated structure forms the silicon lattice its crystal structure is identical to diamond. The diagram in the middle shows a perfect Si lattice at absolute zero. In this case, all the electrons are covalently bonded between a given pair of silicon atoms. At 0 K, silicon has no mobile charge carriers it is insulating. [Pg.616]

The empirical pseiidopotential method can be illustrated by considering a specific semiconductor such as silicon. The crystal structure of Si is diamond. The structure is shown in figure Al.3.4. The lattice vectors and basis for a primitive cell have been defined in the section on crystal structures (ATS.4.1). In Cartesian coordinates, one can write G for the diamond structure as... [Pg.110]

Acid-treated clays were the first catalysts used in catalytic cracking processes, but have been replaced by synthetic amorphous silica-alumina, which is more active and stable. Incorporating zeolites (crystalline alumina-silica) with the silica/alumina catalyst improves selectivity towards aromatics. These catalysts have both Fewis and Bronsted acid sites that promote carbonium ion formation. An important structural feature of zeolites is the presence of holes in the crystal lattice, which are formed by the silica-alumina tetrahedra. Each tetrahedron is made of four oxygen anions with either an aluminum or a silicon cation in the center. Each oxygen anion with a -2 oxidation state is shared between either two silicon, two aluminum, or an aluminum and a silicon cation. [Pg.70]

The chemistry of silicon in very low oxidation states is one of the most fascinating research areas, which can be located between molecular compounds of silicon and elemental (perhaps amorphous) silicon [190-194]. Most interesting results have recently been obtained by structural investigations of siliddes in Zintl phases. However, compounds of silicon with negative oxidation states and very low coordination numbers of 1, 2, and 3 are so far only known in the composite of a crystal lattice. [Pg.35]


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