Abstract
In this paper we continue to study dynamics of media equipped with inner structure [3–5] which in this case is a medium formed by rigid micro elements (we call them “molecule”. To describe such a medium we consider configuration space of “molecule” as a fibre bundle π:M→B over a 3-dimensional Riemannian manifold (B,g) where fibres π−1(b) are homogeneous O(gb) or SO(gb)-manifolds. Then dynamics of such media is described by π-projectable vector fields on M satisfying the generalized Navier – Stockes equations.
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