ESTIMATION OF A DROP IN THE HYDRODYNAMIC PRESSURE IN THE SLANTING HYDRAULIC JUMPING
It is examined the phenomenon of the slanting hydraulic leap, with which sharply change local depths and speeds of the turbulent flow. The solutions of equation for the angle of tilt slanting leap previously were determined with the aid of the nomograms. In the present work this equation is brought to the algebraic equation of fifth degree relative to the tangent of the angle of tilt slanting leap. The analysis of its solutions is carried out for the equation of fifth degree and the unique solution, which satisfies physics of process, is determined with the aid of the batch of applications mathematical programs. The table of the calculation of the angle of tilt slanting leap, which refines the values of this angle, obtained earlier with the aid of the nomograms, is given. Is carried out the estimation of a drop in the hydraulic pressure in the slanting leap.