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Valence electrons 18-electron rule

REMARKS ON THE CHEMICAL BOND FACTOR AND VALENCE-ELECTRON COUNTING RULES... [Pg.262]

Parth6 E., Valence-electron concentration rules and diagrams for diamagnetic, non-metallic iono-covalent compounds with tetrahedrally coordinated anions, Acta Cryst. 829(1973) pp. 2808-2815. [Pg.124]

Carbocation has a positively charged carbon atom which has only six electrons in its outer valence shell instead of the eight valence electrons (octet rule). [Pg.51]

With species involving six pairs of valence-shell electrons, rules (1) and (2) lead unambiguously to correct structures. Table 4-5 lists some AB5E and AB4E2 molecules the characteristic structures are shown in Fig. 4-3. [Pg.129]

ABSTRACT. For compounds with tetrahedral structure or anionic tetrahedron complex two valence electron concentration rules can be formulated which correlate the number of available valence electrons with particular features of the crystal structure. These two rules are known as the tetrahedral structure equation where the total valence electron concentration, VEC, is used as parameter and the generalized 8 - N rule where the parameter of interest is the partial valence electron concentration in respect to the anion, VEC. From the tetrahedral structure equation one can calculate the average number of non-bonding orbitals per atom and, in the case of non-cyclic molecular tetrahedral structures, the number of atoms In the molecule. An application of the generalized 8 - N rule allows the derivation of the average number of anion -anion bonds per anion or the number of valence electrons which remain with the cation to be used for cation - cation bonds and/or lone electron pairs. These rules have been used not only to predict probable structural features of unknown compounds but also to point out possible errors in composition or structure of known compounds. [Pg.177]

Tetrahedral structure compounds form a subset of the general valence compounds where each atom has at most four neighbours which are positioned at the corners of a surrounding tetrahedron. The tetrahedral structures are found with iono-covalent compounds which can be considered either as covalent or as ionic. For each hypothetical bonding state a particular valence electron concentration rule can be formulated which allows certain structural features to be predicted. [Pg.177]

Step 2. What is the number of valence electrons Answer (Rule 2) ... [Pg.40]

Hume-Rothery s rule The statement that the phase of many alloys is determined by the ratio.s of total valency electrons to the number of atoms in the empirical formula. See electron compounds. [Pg.206]

Figure 2-19. The BE-matriK of ethanal allows one to determine tine number of valence electrons (the sum of each row) on the atoms and to validate the octet rule,... Figure 2-19. The BE-matriK of ethanal allows one to determine tine number of valence electrons (the sum of each row) on the atoms and to validate the octet rule,...
File shielding constant for the valence electrons of silicon is obtained using SlateZs rules as followrs. The electronic configuration of Si is (ls )(2s 2p )(3s 3p ). We therefore count... [Pg.75]

When the states P1 and P2 are described as linear combinations of CSFs as introduced earlier ( Fi = Zk CiKK), these matrix elements can be expressed in terms of CSF-based matrix elements < K I eri IOl >. The fact that the electric dipole operator is a one-electron operator, in combination with the SC rules, guarantees that only states for which the dominant determinants differ by at most a single spin-orbital (i.e., those which are "singly excited") can be connected via electric dipole transitions through first order (i.e., in a one-photon transition to which the < Fi Ii eri F2 > matrix elements pertain). It is for this reason that light with energy adequate to ionize or excite deep core electrons in atoms or molecules usually causes such ionization or excitation rather than double ionization or excitation of valence-level electrons the latter are two-electron events. [Pg.288]

Calculate the energy (using Slater Condon rules) associated with the 2p valence electrons for the following states of the C atom. [Pg.316]


See other pages where Valence electrons 18-electron rule is mentioned: [Pg.327]    [Pg.144]    [Pg.144]    [Pg.612]    [Pg.612]    [Pg.16]    [Pg.135]    [Pg.156]    [Pg.310]    [Pg.290]    [Pg.254]    [Pg.148]    [Pg.285]    [Pg.287]    [Pg.2216]    [Pg.92]    [Pg.92]   
See also in sourсe #XX -- [ Pg.13 ]




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