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Ionic block elements

Beryllium behaves differently from the other s-block elements because the fi = 2 orbitals are more compact than orbitals with higher principal quantum number. The first ionization energy of beryllium, 899 kJ/mol, is comparable with those of nonmetals, so beryllium does not form compounds that are clearly ionic. [Pg.556]

C08-0026. Consult the table of first ionization energies in Appendix C and calculate the average values for the nonmetals, metalloids, and s-block elements. How does the trend in these averages relate to the ionic chemistry of these elements ... [Pg.557]

From the polarities of the maximum-valency MH NBOs, one can infer the natural electronegativity Xm(N) of each transition metal M, following the procedure outlined in Section 3.2.5. For cases in which two or more inequivalent M—H bonds are present (e.g., RcH ), we employ the average value of cm2 (or of the bond ionicity z mh) to evaluate xm(N) from Eq. (3.60). Table 4.7 presents the natural electronegativity values for all three series of the d-block elements. [Pg.396]

Bent s rule for d-block elements. Increased metal s character tends to go to the M—L bonds of higher covalent character, and increased d character to the bonds of higher ionic character. [Pg.422]

Note that the association of higher d character with higher bond ionicity extends to polarity of either sign, a subtle but important difference with respect to corresponding Bent s rule statements for p-block elements.29... [Pg.422]

The transition from positive ions with low oxidation states, via insoluble oxides with intermediate oxidation states, to oxoanions with high oxidation states, is caused by the competition between ionization energies, lattice enthalpies and enthalpies of hydration, similar to the discussion of the variations of ionic forms of the p-block elements given in Section 6.1. Further discussion occurs in Section 7.5.3. [Pg.127]

Lee et al. [77] considered the E atom in ENn as a catalyst, and pointed out that EN can dissociate into E + N with a high activation barrier followed by low activation barriers for decomposition of N into (n/2)N2. They also suggested that p-block elements such as Al and Ga would be expected to have strong covalency in the bonding with polynitrogens. In contrast, elements such as transition metals (Ti, Zr, Hf, Th), alkali (Na, K), and alkaline earth (Mg, Ca) metals are expected to form rather ionic complexes with polynitrogen species. [Pg.415]

The primary difference between covalent and ionic bonding is that with covalent bonding, we must invoke quantum mechanics. In molecular orbital (MO) theory, molecules are most stable when the bonding MOs or, at most, bonding plus nonbonding MOs, are each filled with two electrons (of opposite spin) and all the antibonding MOs are empty. This forms the quantum mechanical basis of the octet rule for compounds of the p-block elements and the 18-electron rule for d-block elements. Similarly, in the Heider-London (valence bond) treatment... [Pg.69]

Coordination numbers of the constiment atoms are not always helpful for differentiating bonding t)q)es either. The two most common coordination geometries observed in the covalent compounds of p-block and J-block elements are tetrahedral and octahedral coordination, respectively. These happen to be the same coordination numbers around the interstitial sites in the close-packed stmctures of many metaUic elements and ionic compounds. [Pg.103]

ZintI Phases. Invoking Lewis octet rule, Hume-Rothery published his 8 —N rule in 1930 to explain the crystal stmctures of the p-block elements (Hume-Rothery, 1930, 1931). In this expression, N stands for the number of valence electrons on the p-block atom. An atom with four or more valence electrons forms 8 - N bonds with its nearest neighbors, thus completing its octet. The Bavarian chemist Eduard Zintl (1898-1941) later extended Hume-Rothery s (8 - N) mle to ionic compounds (Zintl, 1939). In studying the stmcture of NaTl, Zintl noted that the Tl anion has four valence electrons and he, therefore, reasoned that this ion should bond to four neighboring ions. [Pg.146]

Another effect of lanthanide contraction is that the third row of the d-block elements have only marginally larger atomic radii than the second transition series. For example, zirconium and hafnium, niobium and tantalum, or tungsten and molybdenum have similar ionic radii and chemical properties (Zr + 80 pm, Hf + 81 pm Nb + 70 pm, Ta + 73 pm Mo + 62 pm, W + 65 pm). These elements are also found in the same natural minerals and are difficult to separate. [Pg.5]

Compounds of s-block elements are ionic, except for beryllium. [Pg.13]

Examples CrO with Cr +2 and FeCl2 with Fe +2 Species containing block elements with low oxidation numbers tend to exhibit ionic bonding. [Pg.204]

Hydrides of Solid hydrides with some ionic character are formed by many metals, although those of d- and metals / -block elements are often nonstoichiometric and metallic in character. Hydride can form complexes such as A1H4- and many examples with transition metals. [Pg.182]

Consideration of metal-nitrogen bond lengths in light of the ionic-bonding model advanced by Raymond (10) leaves little doubt that the bonding in the binary silylamide derivatives of the lanthanide elements is predominantly ionic (11). Indeed, all of the tris-silylamide derivatives of the p-, d-, and f-block elements can be viewed as being mainly ionic. [Pg.37]

Van der Waals, metallic, covalent and ionic radii for the s-, p- and first row cZ-block elements... [Pg.863]


See other pages where Ionic block elements is mentioned: [Pg.197]    [Pg.76]    [Pg.77]    [Pg.79]    [Pg.81]    [Pg.85]    [Pg.87]    [Pg.364]    [Pg.140]    [Pg.151]    [Pg.152]    [Pg.82]    [Pg.416]    [Pg.3]    [Pg.79]    [Pg.1663]    [Pg.36]    [Pg.50]    [Pg.118]    [Pg.398]    [Pg.174]    [Pg.178]    [Pg.315]    [Pg.78]    [Pg.1662]   
See also in sourсe #XX -- [ Pg.177 ]




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