It is established that the torsion of physical space can be complete when the rotation speed of the space on the surface of the object coincides with the rotation speed of the object itself, and incomplete when the space on the surface rotates slower than the object. Based on formulas for calculating the perihelion displacement of the planets of the solar system, The formula for the torsion coefficient of physical space q was obtained. Numerical values of the torsion coefficient were obtained for the Sun (q=3/4) and for the Earth (q=0.00001), which is confirmed by observations of the displacement of the perihelion of the planets of the Solar System and the Moon. Considering that the torsion coefficient formula includes physical parameters in the form of the gravitational Schwarzschild radius, the problem of twisting space by a black hole is considered. It has been established that the angle of displacement of the perihelion of a black hole satellite can reach a value of 3π per revolution, that is, its angular velocity will increase by 2.5 times. Given the total curvature of space by the black hole, a limit of 4,6 revolutions per minute is obtained for the minimum rotation speed of the black hole. The formula of the torsion velocity function of physical space is derived, which depends only on the radius and angular velocity of the star rotation, and does not depend on its mass and the magnitude of the gravitational force. This function is a guide for the gravitational force and therefore has a physical meaning of the trajectory of free fall of bodies in the twisted physical space. It is established that the direction of deflection of the trajectories of free-falling bodies, including light rays, depends on the direction of rotation of the star.