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Complex relations

The common structural element in the crystal lattice of fluoroaluminates is the hexafluoroaluminate octahedron, AIF. The differing stmctural features of the fluoroaluminates confer distinct physical properties to the species as compared to aluminum trifluoride. For example, in A1F. all corners are shared and the crystal becomes a giant molecule of very high melting point (13). In KAIF, all four equatorial atoms of each octahedron are shared and a layer lattice results. When the ratio of fluorine to aluminum is 6, as in cryoHte, Na AlF, the AIFp ions are separate and bound in position by the balancing metal ions. Fluorine atoms may be shared between octahedrons. When opposite corners of each octahedron are shared with a corner of each neighboring octahedron, an infinite chain is formed as, for example, in TI AIF [33897-68-6]. More complex relations exist in chioUte, wherein one-third of the hexafluoroaluminate octahedra share four corners each and two-thirds share only two corners (14). [Pg.142]

More generally, the neutron number density and the reactor power distribution are both time- and space-dependent. Also, there is a complex relation between reactor power, heat removal, and reactivity. [Pg.211]

The chemistry of complexes related to eL-PtfNHjLCb. An anti-tumour drug. A. J. Thomson, R. J. P. Williams and S. Resolva, Struct. Bonding (Berlin), 1972, 11,1-46 (90). [Pg.43]

Observations of reactivity are concerned with rate determining processes and require the knowledge of the structure and energy of the activated complexes. Up to now, the Hammond principle has been employed (see part 3.2) and reactive intermediates (cationic chain ends) have been used as models for the activated complexes. This was not successful in every case, therefore models of activated complexes related to the matter at hand were constructed, calculated and compared. For example, such models were used to explain the high reactivity of the vinyl ethers19 80). These types of obser-... [Pg.191]

The dominant features which control the stoichiometry of transition-metal complexes relate to the relative sizes of the metal ions and the ligands, rather than the niceties of electronic configuration. You will recall that the structures of simple ionic solids may be predicted with reasonable accuracy on the basis of radius-ratio rules in which the relative ionic sizes of the cations and anions in the lattice determine the structure adopted. Similar effects are important in determining coordination numbers in transition-metal compounds. In short, it is possible to pack more small ligands than large ligands about a metal ion of a given size. [Pg.167]

In situations where Tobs is comparable in magnitude to tq, a more complex relation prevails between Q, S, and M. Atmospheric CO2 falls in this last category although its turnover time (3 years, cf. Fig. 4-3) is much shorter than Tobs (about 300 years). This is because the atmospheric CO2 reservoir is closely coupled to the carbon reservoir in the biota and in the surface layer of the oceans (Section 4.3). The effective turnover time of the combined system is actually several hundred years (Rodhe and Bjdrk-strom, 1979). [Pg.67]

In many situations the assumption about linear relations between removal rates and reservoir contents is invalid and more complex relations must be assumed. No simple theory exists for treating the various non-linear situations that are possible. The following discussion will be limited to a few examples of non-linear reservoir/ flux relations and cycles. For a more comprehensive discussion, see the review by Lasaga (1980). [Pg.71]

Thomson A], Reslova S, Williams RJP (1972) The Chemistry of Complexes Related to cis-Pt(NH3)2Cl2. An Anti-Tumor Drug. II 1-46 Thomson AJ, see Le Brun NE (1997) 88 103-138... [Pg.256]

Although monooxygenases can be involved in the degradation of toluene, there is a complex relation between toluene monooxygenase activity and the degradation of chlorinated hydrocarbons. [Pg.366]

Another example are the sometimes rather complex relations existing between the potential and the reaction rate. The electrode potential influences not only the parameter h [see, e.g., Eq. (14.15)] but also the degree of surface coverage by reactant particles [i.e., the coefficients in Eq. (14.18) or (14.20)]. When a sharp drop in adsorption occurs with increasing electrode polarization (rising values of hj, the monotonic relation between reaction rate and potential may break down and the current actually may decrease within a certain region while polarization increases. [Pg.249]

The reflected pressure wave amplitude and impulse for shock waves associated with detonations are well documented, as shown in Figure A. 3 (Ref. 7, Volume II). Less information is available on reflected overpressure and impulse resulting from deflagration pressure waves. Reference 67 documents approaches for evaluating reflected overpressure from weaker blast pressure waves. Forbes (Ref. 71) suggests the following approximate relation to model the more complex relations in Reference 64 ... [Pg.60]

Various dinickel(II) complexes related to (724d) but with a phenolate bridging moiety, type (724e), have been investigated. To illustrate the great variety, (729) and (730) are depicted as examples.1883 1884... [Pg.429]

The Chemistry of Complexes Related to s-Pt(NH3)2Cl2. An Anti-Tumour Drug... [Pg.6]


See other pages where Complex relations is mentioned: [Pg.313]    [Pg.159]    [Pg.198]    [Pg.772]    [Pg.166]    [Pg.112]    [Pg.318]    [Pg.196]    [Pg.130]    [Pg.36]    [Pg.67]    [Pg.57]    [Pg.38]    [Pg.175]   
See also in sourсe #XX -- [ Pg.228 , Pg.335 , Pg.399 , Pg.401 , Pg.412 , Pg.427 ]




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