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

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- 83 -<br />

change in the factor a13. Using the values of lattice parameter<br />

a quoted by Wyckoff<br />

(88)<br />

(but ignoring effects due to the thermal<br />

expansion of the lattice) the product T1a^13 as listed in Table<br />

6.3 can be seen to be constant to within ±12%. Therefore the<br />

range of T1 values between the cuprous halides appears simply to<br />

reflect the strong dependence of the quadrupole interactions on<br />

the interatomic distance.<br />

The above finding is somewhat in contradiction to that recorded<br />

by Guenther and Hultsch(78). They interpreted a decrease in the<br />

ratio of their calculated to measured T1 values over the cuprous<br />

halides as being consistent with the reported variation in the<br />

degree of covalent bonding in these compounds: CuC1 being the most<br />

covalent and CuI the least. An increased amount of covalency<br />

in the lattice bond is usually associated with a paramagnetic shift<br />

(26)<br />

in the resonance frequency. However chemical shift measure-<br />

ments(»'78) do not show such a correlation in the cuprous halides.<br />

Evaluation of the absolute agreement between theory and experi-<br />

ment depends upon the accuracy to which the individual components<br />

of equation (6.1) are known. In calculating the spin-lattice relax-<br />

ation time of 63Cu in CuCl at 200 K the following values were used:<br />

3 -3 (87) (88)<br />

Ia 3/2, d=4.14 x 10 kg ma5.406 x 10-10 m<br />

Q- -0.16 x 10-28 m2 (84), E(T*) - 1. In the absence of any better<br />

estimate the velocity of sound v was taken as 3.5 x 103 m s-1 as<br />

reported for AgCl(89).<br />

. The resulting value for T1 is then<br />

9.46 x 103 Y2s. compared to the measured value of 12.4 m s. It<br />

follows that a value of Y ti 103 is required to secure agreement<br />

between experiment and theory. Similar values for y have been deter-<br />

mined from T1 measurements on some alkali halides(22'90). This

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