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Boron covalent radius

The formation of dimeric products is unique for the case of boron, because analogous complexes with other elements are all monomeric [95]. This can be attributed to the small covalent radius of the boron atom and its tetrahedral geometry in four-coordinate boron complexes. Molecular modeling shows that bipyramidal-trigonal and octahedral coordination geometries are more favorable for the formation of monomeric complexes with these ligands. [Pg.19]

Boron, with a covalent radius of 0.85 A, is too small to coordinate to a porphyrin ligand through all four nitrogen atoms. There are two possible solutions to this problem, either to use a contracted porphyrin-type ligand or to coordinate more than one boron atom to a single porphyrin, and both of these have been realized. [Pg.294]

BBr3 is a symmetrical planar molecule with all B—Br bonds lying at 120° to each other. The distance between Br atoms is found to be 324 pm. From this fact and given that the covalent radius of Br is 114 pm, estimate the covalent radius of boron. Assume all bonds are single bonds. [Pg.164]

Boron Sulfide. Boron sulfide has essentially covalent bonds. The covalent radius of the boron atom is small so the formation of solid solutions does not appear to be compatible with B2S3. Experimentally we did not observe any solid solution with BeS, ZnS, CdS, and MgS. [Pg.183]

The 2s electrons are uncoupled and one is promoted to the 2p orbital to form three equivalent s[P- hybrid orbitals with three axes located in the same plane, each directed to the comers of an equilateral triangle and separated by the same angle of 120°. The covalent radius is not well defined and is estimated to be 0.085-0.090 nm. Since boron has four orbitals available for bonding and only three electrons, it is an electron-pair accq)tor and it tends to form multi-center bonds. [Pg.120]

From an analysis of the (200) X-ray diffraction intensity (85), which reflects any differences in the number of electrons on the B and N atoms, and experimentally obtained electron density distributions (88) as well as theoretical analyses (90-96), cBN was found to have an electric polarity of B N" (5 0.4). Therefore, there is an electron charge transfer of about 0.4e from the B to the N atoms. As shown in Fig. 9, electrons forming covalent bonding shift toward the more electronegative N atoms. This shift of the bonding electrons is characteristic of III-V compound materials and provides properties different from those of diamond, which has a symmetric electron distribution with two electron density peaks. Cubic BN is usually considered to have both covalent (75%) and ionic (25%) aspects. The covalent radius of boron is said to be 20% larger than that of nitrogen in this connection. [Pg.504]

Boron trichloride, a colorless, reactive gas of BC13 molecules, behaves chemically like BF3. However, the trichloride of aluminum, which is in the same group as boron, forms dimers, linked pairs of molecules. Aluminum chloride is a volatile white solid that vaporizes at 180°C to a gas of Al2Cl6 molecules. These molecules survive in the gas up to about 200°C and only then fall apart into A1C13 molecules. The Al,CI6 molecule exists because a Cl atom in one AlCI, molecule uses one of its lone pairs to form a coordinate covalent bond to the Al atom in a neighboring AICI molecule (33). This arrangement can occur in aluminum chloride hut not boron trichloride because the atomic radius of Al is bigger than that of B. [Pg.201]

Boron forms perhaps the most extraordinary structures of all the elements. It has a high ionization energy and is a metalloid that forms covalent bonds, like its diagonal neighbor silicon. However, because it has only three electrons in its valence shell and has a small atomic radius, it tends to form compounds that have incomplete octets (Section 2.11) or are electron deficient (Section 3.8). These unusual bonding characteristics lead to the remarkable properties that have made boron an essential element of modern technology and, in particular, nan otechn ol ogy. [Pg.718]

The values of f (l) given in the table for electronegative atoms are their normal covalent single-bond radii28 (except for boron, discussed below). The possibility that the radius 0.74 A. of Schomaker and Stevenson29 should be used for nitrogen in the metallic nitrides should be borne in mind. [Pg.356]

In the boron trimethyl molecule the boron atom is surrounded by three pairs of valence electrons, which are involved in the formation of single covalent bonds to the three carbon atoms of the methyl groups. An electron-diffraction study10 has shown the molecule to be planar (except for the hydrogen atoms), as would be expected for sp1 hybrid orbitals. The —C distance is 1.56 i 0.02 A, which agrees reasonably well with the value 1.54 A calculated, with the electronegativity correction, by the use of 0.81 A for the boron single-bond radius.11... [Pg.317]

Boron has a small atomic radius and a relatively high ionization energy. In consequence its chemistry is largely covalent and it is generaUy classed as a metalloid. It forms a large number of volatile hydrides, some of which have the uncommon bonding characteristic of electron-deficient compounds. It also forms a weakly acidic oxide. In some ways, boron resembles siUcon (see diagonal relationship). [Pg.371]


See other pages where Boron covalent radius is mentioned: [Pg.336]    [Pg.22]    [Pg.256]    [Pg.2]    [Pg.197]    [Pg.33]    [Pg.13]    [Pg.173]    [Pg.190]    [Pg.173]    [Pg.42]    [Pg.105]    [Pg.493]    [Pg.39]    [Pg.105]    [Pg.336]    [Pg.197]    [Pg.271]    [Pg.8]    [Pg.118]    [Pg.223]    [Pg.300]    [Pg.439]    [Pg.493]    [Pg.130]    [Pg.4]    [Pg.149]    [Pg.48]    [Pg.275]    [Pg.389]    [Pg.821]    [Pg.213]    [Pg.111]   
See also in sourсe #XX -- [ Pg.344 ]




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Covalent radii

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