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Solid crystal lattices

Howard and Ingold studied this equilibrium reaction in experiments on the oxidation of tetralin and 9,10—dihydroanthracene in the presence of specially added triphenylmethyl hydroperoxide[41]. They estimated the equilibrium constant K to be equal to 60 atm-1 (8 x 103 L mol-1, 303 K). This value is close to T=25atm-1 at 300 K (A/7=38kJ mol-1), which was found in the solid crystal lattice permeable to dioxygen [84], The reversible addition of dioxygen to the diphenylmethyl radical absorbed on MFI zeolite was evidenced and studied recently by the EPR technique [85],... [Pg.69]

In order to dissipate the recoil energy Mossbauer was the first to use atoms in solid crystal lattices as emitters and also to cool both emitter and absorber. In this way it could be shown that the 7-ray emission from radioactive cobalt metal was absorbed by metallic iron. However, it was also found that if the iron sample were in any other chemical state, the different chemical surroundings of the iron nucleus produce a sufficient effect on the nuclear energy levels for absorption no longer to occur. To enable a search for the precisely required absorption frequency, a scan based on the Doppler effect was developed. It was noted that a velocity of 102 ms-1 produced an enormous Doppler shift and using the same equation (7) it follows that a readily attainable displacement of the source at a velocity of 1 cms-1 produces a shift of 108 Hz. This shift corresponds to about 100 line-widths and provides a reasonable scan width. [Pg.293]

Formation of a solid crystal lattice from its constituent gaseous ions Aian... [Pg.195]

The coordination numbers of metal ions range from I, as in ion pairs such as Na CI- in the vapor phase, to 12 in some mixed metal oxides. The lower limit, I. is barely within the realm of coordination chemistry, since the Na+CI km pair would not normally be considered a coordination compound, and there are few other examples. Likewise, the upper limit of 12 is not particularly important since it is rarely encountered in discrete molecules, and the treatment of solid crystal lattices such as hexagonal BaTiOj and perovskite1 as coordination compounds is not done frequently. The lowest and highest coordination numbers found in typical coordination compounds are 2 and 9 with the intermediate number 6 being the most important. [Pg.248]

Specific electrolyte adsorption can occur on oxides by ion exchange with structural cations, with hydrogen or hydroxyl of the surface hydroxide groups, or with impurities (92, 94). Ions which can form insoluble compounds or undissociated complexes with a component of the solid crystal lattice adsorb more strongly than those which cannot (2). This does not imply or require that such complexes or compounds do or do not form. The question may be left open. It does imply that, of a series of species which form insoluble compounds with components of the solid, that which forms the least-soluble compound will be adsorbed most strongly. Thus any generalization which can be used to predict solubility or complexing tendency can be extended to predict adsorba-bility, at least qualitatively. [Pg.139]

The question now arises what range of temperature must be selected in the case of any particular substance, in order that practically all the molecules dealt with shall be in the normal state. A molecule may of course exist in more than one relatively stable form, and in the case of complicated molecules we may expect several such configurations to occur. The geometrico-stereochemical ideas developed by Weissenberg f and Reis J apply as strictly to molecules at sufficiently low temperatures as to molecules in solid crystal lattices, since in both cases we are dealing with configurations where the internal motions are confined to oscillations about positions of... [Pg.45]

The fact that the ionic model works rather well for crystal lattice energy calculations of compounds such as MgO and Li20 cannot be interpreted as establishing that 0 " actually exists in the solid. Crystal lattice energy calculations of Mg3N2,... [Pg.97]

So the chemistry in rocks and the chemistry in the body overlap. From the chemist s perspective, something as vital as life s blood can be seen as a complicated solution of dissolved metal. In red blood, red iron, and red rocks, red is the color of iron bound to oxygen (caused by different structures that result in similar colors). In rust, the oxygen has combined with iron haphazardly into a fragile, brittle mess. In rocks, it is held in a solid crystal lattice. In blood, the oxygen is placed onto the iron precisely by the large CHON structure called hemoglobin. [Pg.34]

Type of Solid Crystal Lattice Attractive Force Examples... [Pg.45]

Crystalline Solids Crystal Lattices and Unit Cells... [Pg.418]

Nuclear y-ray resonance spectroscopy. This technique is based on the resonance absorption of y radiation and is more conventionally known as Mossbauer spectroscopy. The source of the radiation is a nuclide fixed in a solid crystal lattice held below the Debye temperature. In this condition, y radiation of energies less than 150 keV are emitted with no loss of energy. Such quantized y photons can undergo resonance absorption by the appropriate identical stable nuclide in a solid sample matrix. If the chemical environment of the absorbing nuclide is different from the emitter, energy must be added or subtracted from the radiation to establish resonance. This can be achieved by introducing net motion to the source or absorber to establish a Doppler motion energy term. [Pg.16]


See other pages where Solid crystal lattices is mentioned: [Pg.24]    [Pg.565]    [Pg.25]    [Pg.110]    [Pg.15]    [Pg.614]    [Pg.281]    [Pg.597]    [Pg.425]    [Pg.36]    [Pg.552]   


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