OBTAINING EQUATIONS OF A MOVING POINT PATH BY TANGENTIAL
AND NORMAL ACCELERATION FUCNTIONS

Dolgarev Artur Ivanovich, Candidate of physico-mathematical sciences, associate professor, sub-department of mathematics and supercomputer modeling, Penza State University, delivar@yandex.ru

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Are described obtaining a equations of trajectory motion point by tangential and normal acceleration. Are use methods of geometry 3D Galilean space-time.

methods of Galilean geometry; tangential and normal acceleration.