Structural Mechanics of Engineering Constructions and Buildings (Sep 2012)
ON THE PROBLEM OF TWIRLED MOVEMENT OF VISCOUS LIQUID IN A PIPE
Abstract
L.G. Loytsyansky put and solved system from four differential equations in private derivatives for the laminar twirled movement of viscous liquid in a pipe opening in space [1], filled with the same liquid. It found speeds of particles and pressure in the form of the ranks depending on longitudinal distance. Author considers other decision where there is a vurfovy proportion between three components of speed of a particle of liquid.
