NNR IN RAPIDLY ROTATED METALS By - Nottingham eTheses ...
NNR IN RAPIDLY ROTATED METALS By - Nottingham eTheses ...
NNR IN RAPIDLY ROTATED METALS By - Nottingham eTheses ...
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TABLE 6.3. DEPENDENCE OF T1 ON LATTICE PARAMETER a<br />
SAMPLE<br />
T1 (ms)<br />
at 200 K<br />
a (10-10 m) a13 (10-121 m13)<br />
T1a -13<br />
(10118 m-13 s)<br />
CuC1 12.4 5.406 3.37 3.7<br />
CuBr 31 5.691 6.58 4.7<br />
CuI 59 6.043 14.31 4.1<br />
although E(T*) has almost reached unity for all three halides, it<br />
is below the point at which ionic diffusion contributes to the<br />
overall relaxation time in any of the samples. From equation (6.1)<br />
and with the assumption that E(T*) is the same for each halide,<br />
the relaxation times obey the relationship<br />
a d3v3y 202a13<br />
1D<br />
The velocity of sound v is given by C/d where C is the appropriate<br />
elastic constant. Hence<br />
Ta dlC3/2 -2e 2a 13<br />
1yD<br />
Although the value of d' increases by 17% from CuCl through CuBr to<br />
CuI(87), 6p (from the values reported above) decreases by 24%.<br />
Consequently the product d1AD remains approximately constant. The<br />
variations of C and y over the range of cuprous halides are not<br />
known but may reasonably be assumed to be small. In that case the<br />
five-fold increase in T1 from CuCl to Cul must be attributed to the