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NNR IN RAPIDLY ROTATED METALS By - Nottingham eTheses ...

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uncertainty<br />

- 81 -<br />

in the values of Q. However, unlike the comparison<br />

of relaxation times for the two copper or two bromine isotopes it<br />

cannot be assumed that anti-shielding, covalency and other effects<br />

are identical at the different ionic sites. Thus the factors y<br />

will in principle differ for the two nuclei. The theory is satis-<br />

fied if the ratio<br />

81y/63y has the value 1.14 ± 0.30.<br />

In the simple ionic model of the crystal lattice the magnitude<br />

of the effective quadrupolar coupling for any nucleus is determined<br />

by the Sternheimer anti-shielding factor y. (3).<br />

Theoretical values<br />

of y, depend to some extent upon the calculation procedure adopted<br />

but for the copper and bromine ions may be taken as -15 and -123<br />

(85<br />

respectively .<br />

It follows that the ratio of the corresponding<br />

y values - given by (1 - y. ) - is in disagreement with the prev-<br />

iously determined figure of 1.14. Experimental estimates of the<br />

anti-shielding factors for the halide ions differ quite consider-<br />

ably from the theoretical values. However, even when an average<br />

experimental value of -35 is taken for Br-(86) there is still a<br />

considerable discrepancy in the ratio<br />

$1Y/63Y predicted by anti-<br />

shielding effects alone and that found from measurements of Tl.<br />

In view of the fact that the cuprous halides are covalent the dis-<br />

agreement is perhaps hardly surprising.<br />

A detailed comparison of Tl values between the different<br />

cuprous halides is precluded by the absence of any reliable<br />

values for y as well as by the lack of any reported data on the<br />

velocity of sound in these compounds. Nevertheless by making some<br />

simplifying assumptions an approximate calculation can be made.<br />

The values of T1 for 63Cu in the three halides at a temperature of<br />

200 K are listed in Table 6.3. This temperature is chosen because,

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