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Periodicity of valence

We demonstrate that the spectral function of valence harmonic vibrations of a diatomic group that effects rotational reorientations is broadened by w. The vector of atom C displacements relative to the atom B (see Fig. A2.1) may be represented as x(t)e(t), where x(t) is the change in the length of the valence bond oriented at the time t along the unit vector e(/). Characteristic periods of valence vibrations are much shorter than periods of changes in unit vector orientations. As a consequence, the GF of the displacements defined by Eq. (4.2.1) can be expressed approximately as ... [Pg.161]

The most basic notion of organic chemistry is probably the quadri-valency of carbon, which was very clearly formulated by K cule in 1858 3>. Olefinic compounds like ethylene suggested that the carbon atom could exhibit the valence three, but these molecules were finally formulated with a double bond, according to Erlenmeyer s proposition 4>. Kekule s benzene formula 5> completed this classic period of valence theory. About 1875, Le Bel 6> and Van t Hoff 7> introduced the theory of steric valency, where the double bonds between carbon atoms were looked at from a new point of view Van t Hoff proposed his famous model, where the tetra-hedra of doubly-bonded carbon atoms were supposed to have an edge in common and those of triply-bonded carbon atoms a face in common. This picture was quite satisfactory for isolated double bonds, but the peculiar properties of conjugated and aromatic systems could be understood only by imagining that different double bonds in a molecule can interact in a way not possible for single bonds. [Pg.4]

The periodicity of valence of the s- and p-block elements w as described and rationalized in terms of the octet rule. Exceptions from the octet rule were discussed. These include compounds exhibiting hypervalence as a result of the expansion of the valence shell of the central atom, and compounds in which the inert pair effect is apparent, the valency of the central element being two units lower than expected for the group valency. [Pg.125]

Periodicity of valence. For each of the compounds in the upper section of Table 7.5 (page 110) state whether the valence of the element that corresponds to the listed group number is G or 8 — G. [Pg.117]

Periodicity of valence. For each of the following compounds, state... [Pg.117]

An esliniaie of the hybridization state of an aioin in a molecule can be obtained from the group ol ihc periodic table that the atom resides in (which describes the number of valence elecironsi and the connectivity (coordination of the atom ). The IlyperChem default sch em e uses ih is estiin ate to assign a h ybridi/ation slate to all atom s from th e set (n ii 11, s, sp, sp, sp2-- and sp The special... [Pg.207]

Much of quantum chemistry attempts to make more quantitative these aspects of chemists view of the periodic table and of atomic valence and structure. By starting from first principles and treating atomic and molecular states as solutions of a so-called Schrodinger equation, quantum chemistry seeks to determine what underlies the empirical quantum numbers, orbitals, the aufbau principle and the concept of valence used by spectroscopists and chemists, in some cases, even prior to the advent of quantum mechanics. [Pg.7]

Chemists were quick to appreciate Bohr s model because it provided an extremely clear and simple interpretation of chemistry. It explained the reason behind Mendeleev s table, that the position of each element in the table is nothing other than the number of electrons in the atom of the element, which, of course, represents an equal number of periodic changes in the nucleus. Each subsequent atom has one more electron, and the periodic valence changes reflect the successive filling of the orbital. Bohr s model also provided a simple basis for the electronic theory of valence. [Pg.32]

Antimony [7440-36-0J, Sb, belongs to Group 15 (VA) of the periodic table which also includes the elements arsenic and bismuth. It is in the second long period of the table between tin and tellurium. Antimony, which may exhibit a valence of +5, +3, 0, or —3 (see Antimony compounds), is classified as a nonmetal or metalloid, although it has metallic characteristics in the trivalent state. There are two stable antimony isotopes that ate both abundant and have masses of 121 (57.25%) and 123 (42.75%). [Pg.194]

Boron is a unique and exciting element. Over the years it has proved a constant challenge and stimulus not only to preparative chemists and theoreticians, but also to industrial chemists and technologists. It is the only non-metal in Group 13 of the periodic table and shows many similarities to its neighbour, carbon, and its diagonal relative, silicon. Thus, like C and Si, it shows a marked propensity to form covalent, molecular compounds, but it differs sharply from them in having one less valence electron than the number of valence orbitals, a situation sometimes referred to as electron deficiency . This has a dominant effect on its chemistry. [Pg.139]

These structures (without the circles) are referred to as Lewis structures. In writing Lewis structures, only the valence electrons written above are shown, because they are the ones that participate in covalent bonding. For the main-group elements, the only ones dealt with here, the number of valence electrons is equal to the last digit of the group number in the periodic table (Table 7.1). Notice that elements in a given main group all have the same number of valence electrons. This explains why such elements behave similarly when they react to form covalently bonded species. [Pg.167]

Aluminum, silicon, and sulfur are close together in the same row of the periodic table, yet their electrical conductivities are widely different. Aluminum is a metal silicon has much lower conductivity and is called a semiconductor sulfur has such low conductivity it is called an insulator. Explain these differences in terms of valence orbital occupancy. [Pg.318]

Quantum Mechanics offers the most comprehensive and most successful explanation of many chemical phenomena such as the nature of valency and bonding as well as chemical reactivity. It has also provided a fundamental explanation of the periodic system of the elements which summarizes a vast amount of empirical chemical knowledge. Quantum Mechanics has become increasingly important in the education of chemistry students. The general principles provided by the theory mean that students can now spend less time memorizing chemical facts and more time in actually thinking about chemistry. [Pg.93]

The low ionization energies of elements at the lower left of the periodic table account for their metallic character. A block of metal consists of a collection of cations of the element surrounded by a sea of valence electrons that the atoms have lost (Fig. 1.53). Only elements with low ionization energies—the members of the s block, the d block, the f block, and the lower left of the p block—can form metallic solids, because only they can lose electrons easily. [Pg.168]

Step 1 Decide on the number of valence electrons (V) possessed by each free atom by noting the number of its group in the periodic table. [Pg.196]

The seminal studies on these complex compounds were conducted by Alfred Werner in an intensive period of work at the turn of the century. A typical example of the problems that Werner addressed lies in the various compounds which can be obtained containing cobalt, ammonia and chlorine. Stable and chemically distinct materials with formulations Co(NH3) Cl3 (n = 4,5 or 6) can be isolated. The concepts of valency and three-dimensional structure in carbon chemistry were being developed at that time, but it was apparent that the same rules could not apply to... [Pg.3]

A formal charge is a charge associated with an atom that does not exhibit the expected number of valence electrons. When calculating the formal charge on an atom, we first need to know the number of valence electrons the atom is supposed to have. We can get this number by inspecting the periodic table, since each column of the periodic table indicates the number of expected valence electrons (valence electrons are the electrons in the valence shell, or the outermost shell of electrons— you probably remember this from high school chemistry). For example, carbon is in Column 4A, and therefore has four valence electrons. Now you know how to determine how many electrons the atom is supposed to have. [Pg.10]

Let s begin by determining the number of valence electrons that an oxygen atom is supposed to have. Oxygen is in Column 6A of the periodic table, so oxygen should have six valence electrons. Next, we need to look at the oxygen atom in this compound and ask how many valence electrons it actually has. So, we redraw the stuc-ture by splitting up the C-0 bond ... [Pg.11]

Lithium has been alloyed with gaUium and small amounts of valence-electron poorer elements Cu, Ag, Zn and Cd. like the early p-block elements (especially group 13), these elements are icosogen, a term which was coined by King for elements that can form icosahedron-based clusters [24]. In these combinations, the valence electron concentrations are reduced to such a degree that low-coordinated Ga atoms are no longer present, and icosahedral clustering prevails [25]. Periodic 3-D networks are formed from an icosahedron kernel and the icosahedral symmetry is extended within the boundary of a few shells. [Pg.143]


See other pages where Periodicity of valence is mentioned: [Pg.110]    [Pg.110]    [Pg.108]    [Pg.174]    [Pg.687]    [Pg.32]    [Pg.19]    [Pg.446]    [Pg.117]    [Pg.19]    [Pg.27]    [Pg.475]    [Pg.371]    [Pg.171]    [Pg.305]    [Pg.365]    [Pg.83]    [Pg.161]    [Pg.163]    [Pg.170]    [Pg.209]    [Pg.20]    [Pg.227]    [Pg.350]    [Pg.360]    [Pg.363]    [Pg.368]    [Pg.827]    [Pg.130]    [Pg.31]    [Pg.45]   
See also in sourсe #XX -- [ Pg.110 , Pg.137 , Pg.138 ]




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