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In this paper, an analytic
solution to the flow equations inside blood vessels is proposed in a
particular case. The solution is based on bringing together the initial
set of Bloch equations and a recently established homogenous equation
for the Boubaker-Turki polynomials, which was proposed as a support to
canonical applied physics investigations. The main restriction, besides
experimental constraints, was the imposition of a spatial uniform
rotating field rF. The representative function of the magnetization
response is compared to an experimental set of points. The mean error
was less then 18%. |
