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Experimental accessibility of nuclear relaxation parameters

As anticipated in Section 3.2, a nuclear longitudinal relaxation rate R can be defined only when relaxation is an exponential process. This is at variance with nuclear transverse relaxation, which is always exponential and always defined by the transverse relaxation rate / 2- As far as longitudinal relaxation is concerned, when the return to the equilibrium value Mz (oo) of longitudinal nuclear magnetization after a 180° pulse is exponential, we can write (see Section 1.7.4) [Pg.112]

If we consider that relaxation is further enhanced by interaction with a paramagnetic center, Eq. (3.40) becomes [Pg.112]

The meaning of Eq. (3.41) is that any further decay function is multiplied by the original decay function if they are independent (see also Section 3.2). If both [Pg.112]

Experimental techniques are available to measure magnetization recovery under different conditions. These are, for instance, the selective and non-selective variants of the inversion recovery experiment described in Section 1.7.4, and will be discussed in more detail in Chapter 9. We anticipate here, from Chapters 7 and 9, in a qualitative way, the kind of information contained in these experiments. [Pg.113]


See other pages where Experimental accessibility of nuclear relaxation parameters is mentioned: [Pg.112]    [Pg.113]   


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