The use of the energy flow change theorem in solving the problem of perfectly elastic collision of three mass points.

The proposed theoretical model allows for the perfectly elastic collision of three bodies (three mass points) to calculate: 1) the definite value of the three bodies’ projected velocities after the collision with a straight line, along which the bodies moved before the collision; 2) the definite value of the scattering bodies’ velocities on the plane and the definite value of the angles between the bodies’ momenta (or velocities), which the bodies obtain after the collision when moving on the plane. The proposed calculation model of the velocities of the three collided bodies is consistent with the dynamic model of the same bodies’ interaction during the collision, taking into account that the energy flow is conserved for the entire system before and after the collision. It is shown that under the perfectly elastic interaction during the collision of three bodies the energy flow is conserved in addition to the momentum and energy conservation. [ABSTRACT FROM AUTHOR]