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Attempts to separate contact and pseudocontact shifts

The procedure based on the direct use of the g tensor anisotropy and Eq. (2.24) is quite common for S = xh systems, since g values from frozen solutions are easily obtainable. In this case, both the second order Zeeman contributions and possibly the effects of temperature on the g values are neglected. Furthermore, the directions of the molecular axes are arbitrarily assumed unless single-crystal data are available. Attempts are available in the literature regarding low spin cobalt(II) [77] and copper(II) [61]. [Pg.61]

Other semiquantitative methods for evaluating the metal-centered pseudocontact contributions to the shifts are based on the pattern predicted for a series of metal ions of the pseudocontact shifts assuming axial symmetry. Eq. (2.18), which [Pg.61]

2 The diamagnetic contribution, if not negligible, should be appropriately subtracted. [Pg.61]

Particular cases applicable to low spin and high spin Fe(III) will be discussed in Section 5.2. The case of lanthanides will be discussed in Section 2.8.4. [Pg.62]


See other pages where Attempts to separate contact and pseudocontact shifts is mentioned: [Pg.61]    [Pg.61]   


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