2010
DOI: 10.3103/s1063457610030068
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Electronic structures and mechanical properties of boron and boron-rich crystals (Part I)

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Cited by 44 publications
(45 citation statements)
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“…This weak bonding of the Si atoms with the icosahedra (bond length = 0.1764 nm) could further stabilize the icosahedra by donating electrons owing to the less electro-negativity of silicon. Shirai [26] noted that in boron carbide, (1) the intraicosahedral bonds are weaker than the intericosahedral bonds, and (2) the restoring force against the displacement perpendicular to the chain bond axis is much lower than the bond stretching force, which would result in lower energetic barrier for chain bending vs. chain stretching. Ab initio simulations by several groups implied that the amorphization in boron carbide must be triggered by the bending (not breaking) of the 3-atom chain that leads to formation of a new bond between the displaced chain center atom and an atom in the neighboring icosahedron, pulling this atom out of the icosahedron and subsequently resulting in the destruction of the crystalline phase [2,6,[27][28][29].…”
Section: Resultsmentioning
confidence: 99%
“…This weak bonding of the Si atoms with the icosahedra (bond length = 0.1764 nm) could further stabilize the icosahedra by donating electrons owing to the less electro-negativity of silicon. Shirai [26] noted that in boron carbide, (1) the intraicosahedral bonds are weaker than the intericosahedral bonds, and (2) the restoring force against the displacement perpendicular to the chain bond axis is much lower than the bond stretching force, which would result in lower energetic barrier for chain bending vs. chain stretching. Ab initio simulations by several groups implied that the amorphization in boron carbide must be triggered by the bending (not breaking) of the 3-atom chain that leads to formation of a new bond between the displaced chain center atom and an atom in the neighboring icosahedron, pulling this atom out of the icosahedron and subsequently resulting in the destruction of the crystalline phase [2,6,[27][28][29].…”
Section: Resultsmentioning
confidence: 99%
“…Such explanation is in line with the results, obtained from the theoretical calculations of electronic properties, demonstrating that B 12 (CBC) is metallic [53,59,72]. Even though B 4 C is predicted to be a semiconductor, in qualitative agreement with the experimental findings, the calculated electronic band gap of the most favorable B 11 C p (CBC) is overestimated, ranging from 2.6 up to 3.0 eV [9,73,74]. It is worth noting that the electronic band gaps, almost without exception, are typically underestimated in standard density functional theory calculations due to the approximation of the exchange-correlation functionals (see Chapter 2.4).…”
supporting
confidence: 88%
“…Although the crystal symmetry and space group of β-rhombohedral boron are identical to those of α-rhombohedral boron, its crystal structure is far more complicated in which, apart from regular B 12 icosahedral clusters, it can consist of larger clusters of boron atoms (B 84 ), deltahedra (B 10 ), and individual boron atoms [9,10]. Due to its highly complex atomic structure, several structural models of β-boron have been proposed in the literature [11][12][13].…”
Section: Introductionmentioning
confidence: 99%
“…Note that the band gaps, almost without exception, are underestimated in standard density functional theory calculations due to the approximation of the exchangecorrelation functionals. The calculated band gaps of the presumed B 11 C p (CBC), within the range from 2.6 up to 3.0 eV, are reported [5,60,61]. Note also that a smaller band gap of about 1.6 eV can be achieved from the high-energy B 12 (CCC) unit due to the appearance of the mid gap states [62].…”
Section: Boron Carbidementioning
confidence: 86%
“…However, a limited intermixing of B 6 O and B 13 C 2 to form solid solutions at high temperature is predicted, e.g. a solid solution of ∼5% B 13 C 2 in B 6 O and ∼20% B 6 O in B 13 C 2 at 2000 K. Introduction processes the same rhombohedral symmetry as does α-boron, the situation is far more complicated in which, apart from regular icosahedra, it can consists of larger clusters of boron atoms (B 84 ), deltahedra (B 10 ), and individual boron atoms [5,6]. Due to its highly complex atomic structure, several structural models of β-boron have been proposed in the literature [7][8][9].…”
Section: Introductionmentioning
confidence: 99%