Manipulation of phase and amplitude modulation of spin magnetization in magic angle spinning nuclear magnetic resonance in the presence of molecular diffusion
Y. Liu et al., Manipulation of phase and amplitude modulation of spin magnetization in magic angle spinning nuclear magnetic resonance in the presence of molecular diffusion, J CHEM PHYS, 114(13), 2001, pp. 5729-5734
Nuclear magnetic resonance (NMR) experiments with a spinning sample [magic
angle sample spinning (MASS)] are used to remove the line broadening in com
posite systems, where the susceptibility contrast of its constituents gives
rise to an inhomogeneous field that causes a line broadening and obscures
chemical information. The NMR signal in these experiments has a phase and a
n amplitude part. In the absence of diffusion, i.e., in the MASS spectra of
solids, the amplitude of the signal from an isochromat is a constant indep
endent of position and time and the phase is a periodic function of the rot
or frequency nu (r). In fluids, the amplitude of a spin packet is a functio
n of its position and time. The amplitude modulation and relaxation in diff
usive MASS encodes the dynamics of motion and the landscape (geometry of po
res and field gradients) probed by the motion. Here we use spin manipulatio
n-total suppression of sidebands (TOSS)-to suppress the effects of phase wi
th the goal of isolating the amplitude term. By the TOSS sequence the phase
factor at time t for a spin packet at an azimuthal angle phi is made to de
pend on phi only as a function of omega (r)t-phi, which suppresses the side
bands in solids upon an integration over phi. Due to molecular diffusion, t
he amplitude part depends on phi, and, thus, diffusive TOSS cannot suppress
the sidebands. The residual sidebands carry the information of dynamics an
d pore and magnetic field geometry, in addition, by reducing the size of th
e sidebands, TOSS is of course, also useful in identifying various fluid co
mponents in situ. The diffusive MASS gives a measure of the spread in local
fields and diffusive TOSS gives a measure of the spread in local gradients
. (C) 2001 American Institute of Physics.