Abstract
A theoretical model is developed to explain the suppression of the motion of a turbulent fluid lump in magnetohydrodynamic flows with a spatial gradient of the electrical conductivity.The model is based on Prandtl's mixing-length theory.The equation of motion for the fluctuation velocity in a Lagrangian frame of reference is solved.An analytical expression for the damped Reynolds' stress tensor in the presence of a spatial gradient of the electrical conductivity has also been obtained.
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