Dynamical and kinematical near homoaxial rotations suitable for representation of nonuniformly rotating stars with extended atmospheres
Copyright policy )Dynamical and kinematical near homoaxial rotations suitable for representation of nonuniformly rotating stars with extended atmospheres
A nontrivial 'velocity tensor' is suitably defined to represent in the common frame the so-called 'classes of dynamical and kinematical near homoaxial rotations' of a deformable finite material continuum. These classes have simple and interesting physical interpretation, especially for treating of nonuniform rotation and its applications to astrophysics. Some important 'subclasses' and 'derived classes' (in the sense of related superclasses) are also discussed.
- University of Patras Greece
deformable finite material continuum, nonuniform rotation, General theory of rotating fluids, nontrivial 'velocity tensor', classes of dynamical and kinematical near homoaxial rotations, Planetary atmospheres
deformable finite material continuum, nonuniform rotation, General theory of rotating fluids, nontrivial 'velocity tensor', classes of dynamical and kinematical near homoaxial rotations, Planetary atmospheres
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