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Valence, atomic determination

The charge on the nucleus and the number of electrons in the valence shell determine the chemical properties of the atom. The electron configurations of the noble gases (except for that of helium) correspond to a valence shell containing eight electrons—a very stable configuration called an... [Pg.89]

In some instances the metal complex may become the anode instead of the cathode. The acidic radicles have, in this case, increased at the expense of ammonia until there is a greater number of acidic radicles in the complex than corresponds to the valency of the metallic atom thus [Co(NH8)s.(NO,)J. If valency is determined by the above method it is found, since cobalt is trivalent, and (N02)4 has a total valency of four, that the valency of the complex, namely, three minus four, has a unit negative value. The complex is thus anodic and unites with one atom of a monovalent metal or its equivalent. The complex radicle cited, therefore, united with potassium yields the substance [Co(NH.))2.(N02)4]K, or potassium tctranitrito-diammino-eobalt,. [Pg.19]

Lewis structures help us to track the valence electrons and predict the types of bond. The number of valence electrons present in each of the elements is to be considered first. The number of valence electrons determines the number of electrons needed to complete the octet of eight electrons. Simple ions are atoms that have gained or lost electrons to satisfy the octet rule. However, not all compounds follow the octet rule. [Pg.22]

The coordination number of the chelated metal atom determines the number of linkages to functional groups. It is typically greater than the valency of the metal ion for example, the divalent ions of copper and nickel have coordination numbers of four, and the trivalent ions of chromium, cobalt, iron a coordination number of six. In the case of iron the coordination number six applies for the di- and trivalent forms. [Pg.92]

Next we turn to the highly symmetric molecule CH4, which belongs to point group Id. A coordinate system for this molecule is shown in Fig. 7.1.6. For this molecule, there are eight valence atomic orbitals 2s and 2p orbitals of carbon and the Is orbitals of the hydrogens. Regarding the carbon orbitals, 2s has Ai symmetry, while the 2p, 2py, and 2pz orbitals form a I2 set. The irreducible representations spanned by the hydrogen Is orbitals can be readily determined ... [Pg.218]

It is stressed that the octet rule is certainly a pattern of second row atoms, when only four valence atomic orbitals per atom can participate in bonding. If d orbitals are also contributing, then an 18-electron rule is expected corresponding to the 18 valence electrons of the next inert gas in the Periodic Table. However, a proper m.o. determination is required in order to ascertain the role of anti-bonding m.o.s. We will come back to this problem in Chapter 11 when extending the orbital concept to metal complexes. [Pg.240]

Only certain electrons, called valence electrons, determine the chemical properties of an element. Valence electrons are defined as electrons in the atom s outermost orbitals—generally those orbitals associated with the atom s highest principal energy level. For example, a sulfur atom contains 16 electrons, only six of which occupy the outermost 3s and 3p orbitals, as shown by sulfur s electron configuration. Sulfur has six valence electrons. [Pg.140]

Electrons related to the atom s highest principal energy level are referred to as valence electrons. Valence electrons determine the chemical properhes of an element. [Pg.145]

In the case of solid-solution alloys, the size and valence of the solute atoms determine the degree of solid-solution strengthening. Differences in atomic size of about 5% between the solvent and the solute are necessary to produce a significant strain-hardening effect [6.1]. [Pg.256]

The coefficients, in Eq. 10 are chosen so as to minimize the difference between the atomic orbitals given by Eqs. 9 and 10. Once chosen, these coefficients are fixed in all subsequent ab initio calculations that is, is completely specified by Eq. 10. The size of the exponent a in the Gaussian determines how close to the nucleus the electron charge is or conversely how diffuse the electron charge is. For higher-level basis sets, two sets of valence atomic orbitals are used (these are called split-valence basis sets). One set lies close to the nucleus and mimics closely the true-valence atomic orbitals. The other set is more diffuse (smaller a) and enables the molecular orbital to respond to electron cloud deformation away from the nucleus due to chemical bond formation (see Table 1). [Pg.265]

The valence electrons are the most chemically important electrons in an atom. They reside in the highest, occupied principal shell of an atom (largest n), and are the farthest away from the nucleus. They can also be described as the electrons outside the stable, filled inner core of electrons. Either way, the valence electrons determine the chemical properties of an element. [Pg.240]

The sign of the valence is determined by the direction in which the bond is traversed in completing the circuit. Equation 10.6 is equivalent to requiring that the atomic valence be distributed as uniformly as possible among the bonds that each atom forms [31]. For this reason. Equation 10.6 is called the Equal Valence Rule. [Pg.412]

The electronic structure of atoms determines the type of bond between the atoms concerned. As we said earlier, chemical bonds may be classified as primary or secondary depending on the extent of electron involvement. Valence electrons are involved in the formation of primary bonds. This results in a substantial lowering of the potential energies. Consequently, primary bonds are quite strong. On the other hand, valence electrons are not involved in the formation of seeondaiy bonds — leading to weak bonds. Primary and secondary bonds can be further subdivided ... [Pg.72]

Valence shell The outer shell of any atom. Electrons in the valence shell determine the chemical properties of the atom... [Pg.240]

To a significant extent, the electron occupancy of the d-valence electron band of the transition-metal surface atoms determines trends in adsorbate adsorption... [Pg.270]

The occupancy of the free-electron valence band, built mainly from s- and p-valence atomic orbitals can be considered close to constant with one electron per metal atom. This is due to hybridization of the atomic orbitals by formation of the metal atom-metal atom bonds. Within free electron theory, its energy is mainly determined by the density of the metal atoms [25], When an adatom adsorbs, the charge density on the adatom adjusts so that the chemical potential on the adatom becomes equal to that at the surface. When the adatom orbital is half occupied, this results in an attractive interaction because of electron transfer to the adsorbate. When the adatom orbital is doubly occupied, the interaction becomes repulsive, because of the increase in electron kinetic energy due to the PauH electron exclusion rule [25], The interaction with adatoms is rather independent of the coordination of the adatom with the surface. [Pg.285]

An atom exhibits two types of valency, its ordinary valency (V), and a valency that determines the number of neighbouring atoms to which it is bound (the coordination munber ). [Pg.107]

Lipscomb [3]. The title paper published by Hoffmann in 1963 [2] was featured as a citation classic in Current Contents in 1989 [4], where Hoffmann described the background of the EH method in detail. The firm foundation of the EH method was given in the title paper [2] and in the subsequent three papers published under the general title of ""Extended Hiickel theory " in 1964 [5-7]. In the EH method the MOs y fj i — 1,2,..., w) of a system are constructed using a set of valence atomic orbitals X X2 %3 The effective one-electron Hamiltonian, determining the... [Pg.94]

Owing to the fact that valence electrons determine bonds, the electrical properties of a material are related to the bond type. In conductors such as metals, alloys, and intermetallics, the atoms are bound to each other primarily by metallic bonds, and metals such as tungsten or aluminum are good conductors of electrons or heat. Covalent bonds occur in insulators such as diamond and silicon carbide and in semiconductors such as silicon or gallium arsenide. Complexes and salts have ions that are bound with electrostatic forces. Ionic conductors can be used as solid electrolytes for fuel cells because solids with ionic bonds may have mobile ions. Most polymers have covalent bonds in their chains but the mechanical... [Pg.12]

The arrangement of the valence electrons on an atom in a shell determines the direction of the covalent bond with the neighboring atoms therefore the arrangement of the valence electrons determines the structure of the molecule or lattice. [Pg.69]

In a further step to generalize the Heisenberg Hamiltonians, one may decide that they will be spanned by all the possible OVB valence neutral determinants, without any assumption concerning their hybridization state. The carbon atom will be either s p, sp or p for instance. In the language of solid-state physics, one would say that the two bands s and p are both involved. The various zeroth-order energies of the determinants belonging to the model space are no longer d enerate, since in C2, for instance, the VB determinant Sa aJ a-Sb bJ b. [Pg.387]


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