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84906399405
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Consider the case when only gx (associated with the low field feature) is temperature-dependent. In the spectrum calculated using the glassy gi in Figure 4, the central feature, as noted previously, is up field from the experimental value. The separations between it and the low and high field features are greater than and less than the observed values, respectively. The only way to bring these separations into agreement with experiment is to decrease both gx and D ⊥. The decrease in gx is unacceptable and also causes the absolute positions of the three features to be slightly upfield from their experimental values. If gz (associated with the high field feature) is temperature-dependent, one matches the experimental separations by decreasing it and increasing D⊥, which again is unacceptable. As for gxT, the calculated positions of th
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x(T), the calculated positions of the three features are larger than the experimental values.
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36
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84906370827
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The differences in the motional models used for the line width analyses and simulations tend to counterbalance each other, giving essentially the same value of D⊥ in a given solvent at a given temperature. The use of FD and nonzero T2-1 for the simulations (as opposed to BRD and T2-1, 0 for the width analyses) causes compensating changes in the values of D⊥ needed to give calculated positions of the high and low features in agreement with experiment. If only T2-1 is changed and increased, these two features move toward each other as they do for an increase in D⊥ (or for an increase in D∥/ D⊥ at constant D⊥, if only τ for FD is changed and increased, the motional rate decreases (eq 2, and they move away from each other as they do for a decrease in D
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⊥).
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