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Complex ions vibrational coordinates

The square-planar Ni(I) complexes form five-coordinate Ni(I) carbonyl complexes when CO gas is introduced into solutions of the complexes, because they contain electron-rich Ni(I) ions capable of it back-donation (66,135). The CO binding constants and carbonyl vibrational frequencies are summarized in Table XI. Because of the back-bonding interaction between the Ni(I) atom and the CO ligand, CO stretching frequencies for the Ni(I) carbonyl complexes decrease as NiL+ becomes a more powerful reductant, which is represented by the Ev2 values (66). [Pg.139]

Like infrared spectrometry, Raman spectrometry is a method of determining modes of molecular motion, especially the vibrations, and their use in analysis is based on the specificity of these vibrations. The methods are predominantly applicable to die qualitative and quantitative analysis of covalently bonded molecules rather than to ionic structures. Nevertheless, they can give information about the lattice structure of ionic molecules in the crystalline state and about the internal covalent structure of complex ions and the ligand structure of coordination compounds both in the solid state and in solution. [Pg.1418]

The NIR emission intensity of the lanthanide porphyrinate complexes follows the trend Yb > Nd > Er. This agrees with observations on other luminescent lanthanide complexes and reflects the fact that the efficiency of nonradiative decay increases as the energy of the luminescent state decreases. The emission yields of the ternary lan-thanide(III) monoporphyrinate complexes with hydridotris(pyrazol-l-yl)borate or (cyclopen-tadienyl)tris(diethylphosphito)cobaltate as a co-ligand are generally higher than those of other Yb(III), Nd(III), and Er(III) complexes because the coordination environment provided by the porphyrinate in combination with the tripodal anion effectively shields the Ln + ion from interacting with solvent (C-H) vibrational modes that enhance the rate of nonradiative decay. [Pg.499]

Tt is well-known that Werner determined the structure of a number of metal complexes by skillfully combining his famous coordination theory with chemical methods (30). Modern physico-chemical methods such as x-ray diffraction and infrared spectroscopy, used in the study of Werner complexes, have paralleled the development of these techniques. The results of these investigations have not only confirmed the validity of Werner s coordination theory but have also provided more detailed structural and bonding information. In early 1932, Damaschun (13) measured the Raman spectra of seven complex ions, such as [Cu(NH3)4]" and [Zn(CN)4j and these may be the first vibrational spectra ever obtained for Werner complexes. In these early days, vibrational spectra were mainly observed as Raman spectra because they were technically much easier to obtain than infrared spectra. In 1939, Wilson 35, 36) developed a new theory, the GF method," which enabled him to analyze the normal vibrations of complex molecules. This theoretical revolution, coupled with rapid developments of commercial infrared and Raman instruments after World War II, ushered in the most fruitful period in the history of vibrational studies of inorganic and coordination compounds. [Pg.396]

Again, the metal-carbon stretching frequencies are markedly different in these two hexacyano complex ions. It is, therefore, relatively easy to differentiate coordination isomers such as fCo(NH3)6] [Cr(CN)6] and [Cr(NH3)6] [Co(CN)6]. Coordination isomers involving the same central metal may be more difficult to identify from their infrared spectra. Thus, [Pt(NH3)4] [PtClJ and [Pt(NH3)3Cl] [Pt(NH3)Cl3] may exhibit very similar spectra. This is also expected for polymerization isomers such as [Co(NH3)3(N02)3] and [Co(NH3)e] [Co(N02)e] because the central metal is the same in both compounds. However, minor differences may possibly be seen in the far-infrared region where the skeletal vibrations of these complexes appear. [Pg.400]

It is known that complex formation (the coordination of a free electron pair of a donor atom of the ligand to the acceptor) changes the electronic structures, energy states and symmetry conditions of both coordinating ligand and the acceptor ion or molecule this results in change in their vibrational spectra, in the force constants determined from these, etc. Thus, in the event of the donor-acceptor interaction of a solvent and solute, the infrared or Raman bands of both the solute and the solvent may provide information on this process. [Pg.114]

Dimethyl sulphoxide (DMSO) is known to be able to coordinate in its metal complexes in two ways. It is bound by its oxygen donor atom to hard transitional metal ions, and via its sulphur donor atom to markedly soft acceptors. The simplest means of deciding the mode of coordination is the application of infrared spectroscopy. Depending on the mode of coordination, there is a variation in the vibration of the sulphur-oxygen bond of DMSO. Coordination of the oxygen causes a decrease in the order of this bond, which is seen from the decrease in the S=0 vibration. Coordination of the sulphur atom, in contrast, results in an increase in the S=0 bond order and hence in the vibration. [Pg.118]

Diaz, G., S. Diez, L. Lopez, R. Munoz, H. Pessoa, and M.M. Campos-Vallette (1992). Vibrational study of polyamine copper(II) complexes. Infrared spectra and normal coordinate analysis of mono(diethylenelriamine)copper(II) complex ions. Vib. Spectrosc. 3, 315. [Pg.796]


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See also in sourсe #XX -- [ Pg.96 , Pg.97 , Pg.100 ]




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Complex ions coordination

Ion coordination

Vibration, complex

Vibrational complexes

Vibrational coordinate

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