MICROPOLAR MODEL OF DEFORMATION NATURAL THE TWIRLED CYLINDRICAL BODY
N work stretching natural the twirled cylindrical body is investigated by the force attached to face section and effects resulting it. The solution of a task is constructed in movings. Components of a vector of movings, a tensor of the power and momentny tension, satisfying to the equations of balance and boundary conditions on the bases and a lateral surface are found. Average value of torsion for all cross-section section of a studied cylindrical body is defined. Boundary conditions on a lateral surface natural the twirled cylindrical body led to finding of function defining a deplanatsiya of cross-section section of a body from Neumann's task for Laplas's equation.