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Relaxation time transverse

Transverse relaxation time T2 Weight of liquid phase Wl... [Pg.108]

K = 63 M 1, Kb = 1.4M-1)47 lithium-7 (K = 14 M 1 K" = 0.5 M 1) 49) and for cesium-133 (K, st 50 M-1, K = 4M 1)S0). In the case of sodium-23, transverse relaxation times could also be utilized to determine off-rate constants k ff = 3 x 105/sec k"ff = 2x 107/sec47,51). Therefore for sodium ion four of the five rate constants have been independently determined. What has not been obtained for sodium ion is the rate constant for the central barrier, kcb. By means of dielectric relaxation studies a rate constant considered to be for passage over the central barrier, i.e. for jumping between sites, has been determined for Tl+ to be approximately 4 x 106/sec 52). If we make the assumption that the binding process functions as a normalization of free energies, recognize that the contribution of the lipid to the central barrier is independent of the ion and note that the channel is quite uniform, then it is reasonable to utilize the value of 4x 106/sec for the sodium ion. [Pg.192]

Fig. 7. Theoretical line shapes resulting from an interchange between two NMR frequencies Fig. 7. Theoretical line shapes resulting from an interchange between two NMR frequencies <fl A. fl exchange rate, Te = l/2fl correlation time of the motion, T transverse relaxation time. The numerical values given apply for 2H NMR of deuterons in C If bonds...
In polymers one will often particularly be interested in very slow dynamic processes. The solid echo technique just described is still limited by the transverse relaxation time T being of the order of a few ps at most. The ultimate limitation in every NMR experiment however, is not T but the longitudinal relaxation time T, which for 2H in solid polymers typically is much longer, being in the range 10 ms to 10 s. The spin alignment technique (20) circumvents transverse relaxation and is limited by Tx only, thus ultraslow motions become accessible of experiment. [Pg.33]

Transition dipole moment 88 Transverse relaxation time 31, 32, 33, 44 Twinning 126 Two-phase model 129 Two-term models 149 ----unfolding model 183,185... [Pg.222]

Fig. 1.24. Transverse relaxation time (in ms) versus gas density (in amagat) at various temperatures for 15N2 [81]. Fig. 1.24. Transverse relaxation time (in ms) versus gas density (in amagat) at various temperatures for 15N2 [81].
To extract information about xj from NMR data, the transverse relaxation time Tj may be used as well as the longitudinal time T. For gaseous nitrogen it was done first with Ti in [81] and confirmed later [82] when T was measured and used for the same goal. The NMR linewidth of 15N2 is the inverse of T2, and the theory, relating to Ti to x.1, is well known [39, 83]. For the case of diatomic and linear molecules the formula is... [Pg.57]

The spin-echo is used to suppress the production of spurious signals due to field inhomogeneities or to eliminate errors in the setting of pulse widths. It is also possible to use the spin-echo to follow the decay of transverse magnetization and to determine the transverse relaxation time (7 2). How might we do this in practice ... [Pg.95]

The spin-echo is an elegant method for the measurement of transverse relaxation time Tj. In practice, this is done by repeating the spin-echo experiment many times, with different delay intervals (2t, 4t, 6t,. . . etc.). The following sequence is used ... [Pg.131]

In those experiments, the solvent is distinguished from the host material by the huge difference in the transverse relaxation times. The technique to be described here monitors interdiffusion between two sample compartments initially filled with deuterated and undeuterated liquids (or gels) of the same chemical species. Bringing the compartments into contact initiates interdiffusion. Mapping of the proton spin density thus permits the evolution of the corresponding concentration profiles to be followed. [Pg.209]

Dynamic parameters for heterogeneous systems have been explored in the liquid, liquid like, solid like, and solid states, based on analyses of the longitudinal or transverse relaxation times, chemical exchange based on line-shape analysis and separated local field (SLF), time domain 1H NMR, etc., as summarized in Figure 3. It is therefore possible to utilize these most appropriate dynamic parameters, to explore the dynamic features of our concern, depending upon the systems we study. [Pg.8]


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Bloch transverse relaxation time

Debye relaxation times transverse field

Electron transverse relaxation time

Free transverse relaxation time

Longitudinal/transverse relaxation times

Longitudinal/transverse relaxation times fluctuation frequency

Longitudinal/transverse relaxation times gyromagnetic ratios

Longitudinal/transverse relaxation times polymer dynamics

Longitudinal/transverse relaxation times polymers

Measurements of Transverse Relaxation Times

Relaxation time, spin-lattice transverse

Relaxation transversal

Relaxation transverse

Transverse deuteron relaxation time

Transverse nuclear relaxation time

Transverse relaxation time constant

Transverse relaxation time effective

Transverse relaxation time, T2,

Transverse spin relaxation time

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