The self-diffusion of lecithin molecules in a disperse system obtained by t
he mechanical mixing of lecithin with deuterated water was investigated by
the pulsed magnetic-field gradient H-1 NMR technique at 310 K. The experime
ntal conditions were the following: the maximal gradient amplitude was equa
l to 50 T m(-1) the diffusion time varied from 4.5 ms to 1 s, the lecithin
concentration varied from 10 to 40%, and the residual diethyl ether content
in the system was 3-6%. At all concentrations and diffusion times, the dif
fusion decay of spin-echo signals had a complex shape and was represented a
s a sum of two components corresponding to the "phases" characterized by co
mpletely confined and unconfined self-diffusion. The phase characterized by
unconfined self-diffusion, on the basis of the character of its independen
ce of the diffusion time and population, was assigned to protons of water a
nd ether molecules. The behavior of the component whose shape depended on t
he diffusion time was quantitatively analyzed in terms of the model of self
-diffusion of molecules in a thin spherical layer. To reach the best agreem
ent between calculated and experimental diffusion decays, a bimodal distrib
ution of spheres was introduced as the sum of two lognormal distributions.
Parameters of these distributions were determined for all the investigated
concentrations. The average radius of spheres for the mode characterized by
larger radii is close to published values of the radius of vesicles formed
in lecithin-water systems obtained by mechanical mixing.