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Atomic species electrical charge

Generally, the identification of such a structure (atomic positions, cohesive energy) is defined in the hypothesis of an infinite crystal, which implies a similar environment for all atoms. Near the surface, this is no longer trae and it is important to imagine a new local structure of atoms or electrically charged species. [Pg.1]

In 1913, J. J. Thomson4 demonstrated that neon consists of different atomic species (isotopes) having atomic weights of 20 and 22 g/mole. Thomson is considered to be the father of mass spectrometry. His work rests on Goldstein s (1886) discovery of positively charged entities and Wein s (1898) demonstration that positively charged ions can be deflected by electrical and magnetic fields. [Pg.202]

Only a few relevant points about the atomic structures are summarized in the following. Table 4.1 collects basic data about the fundamental physical constants of the atomic constituents. Neutrons (Jn) and protons (ip), tightly bound in the nucleus, have nearly equal masses. The number of protons, that is the atomic number (Z), defines the electric charge of the nucleus. The number of neutrons (N), together with that of protons (A = N + Z) represents the atomic mass number of the species (of the nuclide). An element consists of all the atoms having the same value of Z, that is, the same position in the Periodic Table (Moseley 1913). The different isotopes of an element have the same value of Z but differ in the number of neutrons in their nuclei and therefore in their atomic masses. In a neutral atom the electronic envelope contains Z electrons. The charge of an electron (e ) is equal in size but of opposite sign to that of a proton (the mass ratio, mfmp) is about 1/1836.1527). [Pg.224]

An atomic or molecular species having a net positive or negative electric charge... [Pg.56]

Let us discuss an L matrix transformation for isothermal and isobaric atomic fluxes when there is one additional electronic species present. We start with the flux equations in which the index j denotes the atomic species and e denotes the electric charge carriers (eg., electrons). [Pg.65]

One concludes that af-jj is the electron flux which is induced by the flux of atomic species j, provided that. A", = 0 (no force acting on the electrons). Also, from Eqn. (4.16) it follows that in a homogeneous solid, if an external electric field is applied (i.e, X = Zj e0 E and Xs = e0-E), then (Zj-a f) represents the effective (drift) charge of species j in the field E. [Pg.65]

Atom jumping in a crystal can occur by several basic mechanisms. The dominant mechanism depends on a number of factors, including the crystal structure, the nature of the bonding in the host crystal, relative differences of size and electrical charge between the host and the diffusing species, and the type of crystal site preferred by the diffusing species (e.g., anion or cation, substitutional or interstitial). [Pg.163]

Diffusion in ionically bonded solids is more complicated than in metals because site defects are generally electrically charged. Electric neutrality requires that point defects form as neutral complexes of charged site defects. Therefore, diffusion always involves more than one charged species.9 The point-defect population depends sensitively on stoichiometry for example, the high-temperature oxide semiconductors have diffusivities and conductivities that are strongly regulated by the stoichiometry. The introduction of extrinsic aliovalent solute atoms can be used to fix the low-temperature population of point defects. [Pg.177]

Oxidation numbers are arbitrary numbers assigned to atoms involved in a chemical change to identify the chemical species that are oxidized and reduced. These numbers represent an atom s apparent electrical charge. [Pg.139]

Two of the most common secondary structures found in proteins are helical and pleated-sheet conformations, shown in the diagram above. One might compare the helical structure of a protein, for example, with the spiral-shaped cord found on many home telephones. These structures form when atoms, ions, or other chemical species in one part of the protein s primary structure are attracted to other atoms, ions, or chemical species with opposite electrical charges in another part of the structure. [Pg.180]

Of course, these reactions may be very much more complicated. Since the pH is specified, H + is not included as a reactant, and a reactant may be a sum of species if the reactant has pKs in the pH region of interest. These biochemical reactions do balance atoms of elements other than hydrogen, but they do not balance electric charges. When the half-reactions occur in half-cells connected by a KC1 salt bridge, the difference in electric potential between the metallic electrodes... [Pg.156]

In writing chemical equations and biochemical equations it is important to be careful with names of reactants. Chemical reactions are written in terms of species. In chemical reaction equations, atoms of all elements and electric charges must balance. Biochemical reaction equations are written in terms of reactants, that is in terms of sums of species, H+ is not included as a reactant and electric charges are not shown or balanced. In biochemical reaction equations, atoms of all elements other than hydrogen must balance. The names of the reactants that must be used in making calculations with this data base are given later. [Pg.197]

The input speciesmat is a matrix that gives the standard Gibbs energy of formation at 298.15 K, the standard enthalpy of formation at 298.15 K, the electric charge, and the numbers of hydrogen atoms in each species. There is a row in the matrix for each species of the reactant, gfnsp is alist of the functions for the species. )... [Pg.268]


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See also in sourсe #XX -- [ Pg.371 , Pg.372 , Pg.373 , Pg.374 ]




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Atomic charge

Atomic species

Atoms electric charges

Atoms/atomic charges

Charged atoms

Charged species

Charges atom

Electrical charge

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