Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

The structure of complex atoms

If the electron is in the Is state, the hydrogen atom is in its lowest state of energy. In a polyelectronic atom such as carbon (six electrons) or sodium (eleven electrons) it would not seem unreasonable if all the electrons were in the Is level, thereby giving the atom the lowest possible energy. We might denote such a structure for carbon by the symbol Is and for sodium, ls . This result is wrong, but from what has been said so far there is no apparent reason why it should be wrong. The reason lies in an independent and fundamental postulate of the quantum mechanics, the Pauli exclusion principle no two electrons [Pg.524]

The construction principle (Aufbau Prinzip) for the electronic structure of complex atoms is as follows. [Pg.525]

Each electron in a complex atom is described by a set of four quantum numbers, the quantum numbers being the same as those used to describe the states of the hydrogen atom. [Pg.525]

The relative arrangement of energy levels in the complex atom is roughly the same as that in the hydrogen atom. To make up the structure of the complex atom, the electrons are arranged in the lowest possible energy levels consistent with the restriction imposed by the Pauli principle. [Pg.525]

We divide the levels into shells, those levels with the same value of the principal quantum number, and subshells, those within a shell that have the same value of the azimuthal quantum number. For a specified value of /, there are 2/ + 1 values of m for a specified value of m, the electron may have two values of m. Hence there are 2(2/ -hi) distinct combinations of m and m. This is the maximum number of electrons permitted in any subshell. For an s subshell, / = 0, so only two electrons may occupy the subshell. For a p subshell, I = 1, and six electrons are required to fill the p subshell. Ten electrons fill a d subshell, I = 2, and so on. The shell with n = 1, is the K shell that with n = 2, the L shell n = 3, the M shell and so on. The number of electrons required to fill the shells is shown in Table 22.4. The numbers 2, 8, 18, 32. in the last column are given by 2n, where n is the principal quantum number. The numbers in this famous sequence are the numbers of elements in the periods of the periodic table. [Pg.525]


Harkins, W. D. and Wilson, E. D. The structure of complex atoms, the hydrogen-helium system. J. Am. Chem. Soc. 37, 1383-1396 (1915b). [Pg.35]

The dialogue between users and providers of atomic data is a two-way conversation, with atomic physicists beginning to view astrophysical and laboratory plasmas as unique sources of new information about the structure of complex atomic species. A number of monographs on theoretical atomic spectroscopy cowritten by theoreticians and astrophysicists and dedicated to astrophysicists also contribute to better mutual understanding [18, 320]. [Pg.379]

Since that time the theory of the structure of complex atoms and ions,... [Pg.446]

THE STRUCTURE OF COMPLEX ATOMS AND THE CHANGES OF MASS AND WEIGHT INVOLVED IN THEIR FORMATION... [Pg.1]

Photo 14 Linus Pauling in 1950, showing his still evident enthusiasm for the structures of complex minerals (Chapters 5, 6), in this case possibly beryl. In a typical pose, he holds a specimen of the mineral and stands beside an atomic model. The enthusiasm for minerals continued even though Pauling had by this time largely moved on to studies of biological macromolecules (Part III). [Pg.453]

In Ag-SAPO-ll/C2H4 zeolite the EPR at 77 K shows the spectra of Ag° atoms and C2H5 radicals. After annealing at 230 K those species disappeared and then an anisotropic EPR sextet was recorded. Based on DFT calculation the structure of complex was proposed in which two C2H4 ligands adopted eclipsed confirmation on either side of the Ag atom. As a result the overwhelming spin density is localised on ethylene orbitals. [Pg.181]

The most obvious defect of the Thomas-Fermi model is the neglect of interaction between electrons, but even in the most advanced modern methods this interaction still presents the most difficult problem. The most useful practical procedure to calculate the electronic structure of complex atoms is by means of the Hartree-Fock procedure, which is not by solution of the atomic wave equation, but by iterative numerical procedures, based on the hydrogen model. In this method the exact Hamiltonian is replaced by... [Pg.352]

The anion [Osg(CO)18p has an octahedral arrangement of metal atoms of approximately Oh symmetry, and is crystallographically very similar to the [HRus(CO)w]- ion. This collection of structural data on electron-equivalent systems emphasizes some of the dangers in trying to predict the structure of complexes solely on the basis of electron counting procedures (220). [Pg.338]

Extending the speculations presented in Section 8.2 for PPh3 and its rhodium complexes one expected that BISBI would coordinate in a bis-equatorial fashion (14) in RhH(L-L)(CO)2, thus leading to 3t only when dissociation of a CO molecule takes place (due to strain in the backbone 3t might not be completely trans). NMR and IR spectroscopy proved [57] that the structure of complexes 11 indeed contained the two phosphorus atoms in the equatorial plane and hydrogen in one of the apical positions (14, Figure 8.9). [Pg.154]

A survey of the structures of complexes derived from 18-crown-6 (76) reveals the presence of several of the structural types depicted in Figure 14. The Na+ cation in NaSCN(76)-H20 is coordinated by all six oxygen atoms of the ligand five oxygen atoms lie in a plane containing... [Pg.37]

The theoretical treatment of bonding and structure of gold clusters has met with considerable success. For the higher gold dusters, the best predictions are that, for a cluster [AutL, 1]"+ in which the peripheral gold atoms define a closed spherical polyhedron, there will be a closed shell electron configuration when 12x + 6 electrons are present. The structures of complexes... [Pg.902]

Reaction of 1,2,3,5-disclcnadiazolyl radical 50 with Pd[PPh3]4 in THF gave the metal complex 208 in 72% yield (Equation 21) <1998NJC763>. The structure of complex 208 was determined by X-ray diffraction. The structure 208 reveals three Pd atoms bridged by two diselenadiazolyl ligands in which the Se-Se bond is formally cleaved. [Pg.555]

Fig. 41. Model of a part of the structure of complexes [R(L10-4H)] in the A(XXXX) enantiomeric form of the M isomer. Symmetry-related atoms are not shown for clarity. The numbering scheme for hydrogen and car-bon/phosphorous atoms is also shown. H5 denotes the pro-R and H6 the pro-S pendant arm methylene proton (adapted from Ren et al. (2002)). Fig. 41. Model of a part of the structure of complexes [R(L10-4H)] in the A(XXXX) enantiomeric form of the M isomer. Symmetry-related atoms are not shown for clarity. The numbering scheme for hydrogen and car-bon/phosphorous atoms is also shown. H5 denotes the pro-R and H6 the pro-S pendant arm methylene proton (adapted from Ren et al. (2002)).
Other coordination modes in pseudohalide complexes are comparatively rare. Amongst them, we note the structure of complex [AgLSCN] 0.25L (L = bipy), in which two silver ions are simultaneously bound with N atoms from NCS groups [166], The pseudohalide complexes with simultaneous different kinds of coordination of the NCS group are also rare. In particular, the complex compound [CuL(HL)2][Cu(L)(SCN)(p-NCS)], where LH is 2-dimethylaminoethanol, contains within its coordination sphere both kinds S-terminal (108) and -bridge (109) thiocyanate groups [178],... [Pg.42]

A study of the influence of coordinatively-active R1-substituent nature on the structure of complexes of type 868 was begun in the 1960s and continues to be of interest at present [100,134]. The effect of such substituents is related mainly to an increase of coordination number of the central atom of chelates 868, i.e., it provides a transition from square-planar or tetrahedral polyhedra to penta- or hexacoordi-nated ones. This circumstance allows us to carry out a programmed synthesis of ICC of the azomethinic series with pyramidal or octahedral structures. [Pg.346]

H(D) atoms were used in Refs. [70,75] as a paramagnetic probe of the activated silica surface. The structure of complexes formed, (=Si-C))2Si -H(D), was found by ESR method. Taking into account the procedure of obtaining these PCs, we may conclude that they are formed due to accepting H(D) atoms by bicoordinated silicon atoms ... [Pg.286]

In recent years a great amount of information about the structure of complexes has been gathered by use of X-rays, magnetic measurements, and other modern methods. This information about the configuration of the atoms in the complexes has been correlated with their chemical properties in such a way as to bring reasonable order into this field of chemistry. [Pg.492]

Lewis published these ideas in his 1923 book Valence and the Structure of Atoms and Molecules, and they were widely taken up and developed in the U.S.A. and Europe, for example, by N. V. Sidgwick at Oxford, whose Electronic Theory of Valency appeared in 1927. The Nobel Prize in Chemistry was left unfilled in 1919, 1924 and 1933 for lack of candidates of suitable stature, and Lewis would have been an appropriate candidate for any of these years. In fact, he was nominated for a Nobel Prize by the inorganic chemist and historian of chemistry, J. R. Partington (1886-1965) at the University of London. For the first half-century after the award of the first Nobel Prize in Chemistry to van t Hoff in 1901, the chemistry prize went to those who had discovered or characterised new chemical elements, new physico-chemical principles, new chemical reactions, or had elucidated the structure and accomplished the synthesis of natural products. The first award for research into the nature of the chemical bond and its application to the elucidation of the structure of complex substances went in 1954 to Linus Pauling at Caltech. [Pg.489]


See other pages where The structure of complex atoms is mentioned: [Pg.185]    [Pg.524]    [Pg.525]    [Pg.185]    [Pg.524]    [Pg.525]    [Pg.143]    [Pg.170]    [Pg.756]    [Pg.763]    [Pg.56]    [Pg.239]    [Pg.223]    [Pg.33]    [Pg.308]    [Pg.973]    [Pg.53]    [Pg.78]    [Pg.590]    [Pg.208]    [Pg.7]    [Pg.65]    [Pg.33]    [Pg.77]    [Pg.82]    [Pg.5272]    [Pg.3]    [Pg.101]    [Pg.325]    [Pg.615]    [Pg.544]    [Pg.180]   


SEARCH



Atomic complexities

Atomic complexities structure)

Complexity of structure

Structures of complex

© 2024 chempedia.info