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Superscripts charge

Another way of deriving the formula of the ionic compound is the crisscross rule. In this technique the cation and anion are written side by side. The numerical value of the superscript charge on the cation (without the sign) becomes the subscript on the nonmetal in the compound, and the superscript charge on the anion becomes the subscript on the metal in the compound. Figure 11.3 illustrates the crisscross rule for the reaction between aluminum and oxygen. [Pg.149]

Ionic charge should be indicated by an Arabic superscript numeral preceding the plus or minus sign Mg2 +, PO -. [Pg.213]

Free Radicals. In the formula of a polyatomic radical an unpaired electron(s) is(are) indicated by a dot placed as a right superscript to the parentheses (or square bracket for coordination compounds). In radical ions the dot precedes the charge. In structural formulas, the dot may be placed to indicate the location of the unpaired electron(s). [Pg.214]

Here Oq represents the oxide ion which is incorporated, IT represents the Ni + ion which is a positive hole, and an exU a negative charge being indicated by the superscript dot, thus V/,j is the vacant cation site where tire double dot represents the absence of two positive charges at that site. [Pg.225]

Second, using the fully relativistic version of the TB-LMTO-CPA method within the atomic sphere approximation (ASA) we have calculated the total energies for random alloys AiBi i at five concentrations, x — 0,0.25,0.5,0.75 and 1, and using the CW method modified for disordered alloys we have determined five interaction parameters Eq, D,V,T, and Q as before (superscript RA). Finally, the electronic structure of random alloys calculated by the TB-LMTO-CPA method served as an input of the GPM from which the pair interactions v(c) (superscript GPM) were determined. In order to eliminate the charge transfer effects in these calculations, the atomic radii were adjusted in such a way that atoms were charge neutral while preserving the total volume of the alloy. The quantity (c) used for comparisons is a sum of properly... [Pg.41]

We write +3 when describing the charge but 3+ when using it as a superscript in the formula of an ion. [Pg.36]

The formation of the combination of defects may be described as a chemical reaction and thermodynamic equilibrium conditions may be applied. The chemical notations of Kroger-Vink, Schottky, and defect structure elements (DSEs) are used [3, 11]. The chemical reactions have to balance the chemical species, lattice sites, and charges. An unoccupied lattice site is considered to be a chemical species (V) it is quite common that specific crystal structures are only found in the presence of a certain number of vacancies [12]. The Kroger-Vink notation makes use of the chemical element followed by the lattice site of this element as subscript and the charge relative to the ideal undisturbed lattice as superscript. An example is the formation of interstitial metal M ions and metal M ion vacancies, e.g., in silver halides ... [Pg.529]

The student is expected to appreciate that the presence of a term that does not relate to a substance ( 2e ) shows that this particular equation cannot stand for a chemical reaction. (The student is also expected not to confuse superscripts used to denote charge with those showing mass numbers of isotopes.)... [Pg.93]

Neutral atoms or molecules can also capture electrons, producing negatively charged species, which scientists distinguish from their neutral counterparts by adding superscript minus signs to the chemical symbols ... [Pg.103]

To summarize, the equation for a nuclear reaction is balanced when the total charge and total mass number of the products equals the total charge and total mass number of the reactants. This conservation requirement is one reason why the symbol for any nuclide includes its charge number (Z) as a subscript and its mass number as a superscript. These features provide a convenient way to keep track of charge and mass balances. Notice that in the equation for neutron decay, the sum of the subscripts for reactants equals the sum of the subscripts for products. Likewise, the sum of the superscripts for reactants equals the sum of the superscripts for products. We demonstrate how to balance equations for other reactions as they are introduced. [Pg.1564]

The number of electric charges possessed by an ion (corresponding to its valency) is indicated by writing as a superscript one or more positive or negative signs after the chemical symbol for the element or the radical concerned according as to whether the ion is positive or negative in character. Thus, Na+ depicts the univalent sodium ion, Cl the univalent chloride ion, SO4- the divalent sulfate ion, and Cu2+ the divalent cupric ion. [Pg.582]

The charges of ions are designated with superscripts placed beside the symbol for the ion. For example, a hydrogen ion is abbreviated H+. The letter H is the chemical symbol for hydrogen. The superscript plus sign shows that the hydrogen ion has... [Pg.16]

Subscripts and superscripts of these symbols give reference to chemical species, charge, standard state, etc., of quantities concerned. Symbols that seldom occur have not been included in the above list, their meaning having been given in the text. [Pg.487]

The superscripts refer to the mass numbers of the particles the subscripts refer to their charges. [Pg.337]

Nuclear equations are written with both the total charge and the total of the mass numbers unchanged from reactants to products. That is, the total of the subscripts of the reactants equals the total of the subscripts of the products and the total of the superscripts of the reactants equals the total of the superscripts of the products. The subscripts of isotopes may be omitted because the symbol of the element gives the atomic number. [Pg.338]

Inserting the proper subscript and superscript indicates that the product is a particle with - 1 charge and 0 mass number ... [Pg.338]

Here, q, stands for the net atomic charge borne by atom i. R 3 and sl3 are the van der Waals parameters for the pair of atoms, j and the superscripts (1) and (0) refer, respectively, to the target and the reference states. Clearly, this is just one example of how modifications of the Hamiltonian can be handled. To optimize performance of FEP simulations, one might use several order parameters in... [Pg.57]

Schwarz s model is a multiradical extension of the Ganguly-Magee model with some additional improvements, to be described later. Schwarz assumes that initially—that is, 10 11 s after the act of energy deposition in water—there appear five species, namely eh, H, OH, H30+, and H2. Their initial yields, indicated by superscript zero, are related by charge conservation and material balance. Thus, there are three independent initial yields, taken to be those of eh, H, and Hr The initial yield of H2 is identified with the unscavengable molecular hydrogen yield. No mechanism of its production is speculated, except that it is not formed by radical recombination. For the gaussian distribution of the radicals, two initial... [Pg.212]

PS polystyrene Si02 silica aFe203 hematite. The superscripts + and indicate the sign of the charge on the sorbent particles. [Pg.113]

The charged defects that most readily come to mind are electrons. In a crystal containing defects, some fraction of the electrons may be free to move through the matrix. These are denoted by the symbol e. The superscript represents the effective negative... [Pg.21]

The counterparts to electrons in semiconducting solids are holes, represented by the symbol h. Each hole will bear an effective positive charge, qe, of +1, which is represented by the superscript to emphasize that it is considered relative to the surrounding structure. The concentration of holes that are free to carry current through a crystal is often given the symbol p in semiconductor physics. [Pg.22]

In general, the absence of a negative ion will endow a site with a positive effective charge. Multiple effective positive charges can exist and are written using superscript n . An oxide ion (O2-) vacancy in a crystal of CaO will bear an effective positive charge of... [Pg.23]

An effective charge relative to the host lattice is possible with any defect. These are added as superscripts to the appropriate symbol VM, Vx, M , Mx and associated defects such as (VMVX). [Pg.23]


See other pages where Superscripts charge is mentioned: [Pg.599]    [Pg.586]    [Pg.77]    [Pg.28]    [Pg.825]    [Pg.599]    [Pg.586]    [Pg.77]    [Pg.28]    [Pg.825]    [Pg.1133]    [Pg.337]    [Pg.12]    [Pg.75]    [Pg.279]    [Pg.94]    [Pg.184]    [Pg.87]    [Pg.560]    [Pg.90]    [Pg.103]    [Pg.565]    [Pg.750]    [Pg.374]    [Pg.482]    [Pg.1637]    [Pg.662]    [Pg.8]    [Pg.21]    [Pg.22]   
See also in sourсe #XX -- [ Pg.47 ]




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