Dynamic models of the accelerated shift of the elementary particle with a charge in the electromagnetic field of measurable intensity are considered and the substantial relations, the distinctive state and solutions of problems in connection with the equations of stable elementary particle movement in a uniform magnetic field of the fixed intensity are offered.
second law of dynamics, dynamic models of the observed shift of the elementary particle, harmonic oscillator model.
Известный второй закон динамики представляется таким выражением [1]:
(..)
где m - масса, W- вектор ускорения, F - действующая сила.
В случае F-const запишем:
(..)
где ϑ- скорость перемещения, t- время.
1. Ryabov, Yu. A. Dvizheniya nebesnykh tel [Tekst] / Yu. A. Ryabov. - M. : Nauka. Gl. red. fiz.-mat. lit., 1988. - 240 s.
2. Sokolov, A. A. Kvantovaya mekhanika i atomnaya fizika [Tekst] : ucheb. posobie dlya fiz.-mat. fak-tov pedin-stitutov / A. A. Sokolov, I. M. Ternov. - M. : Prosveshchenie, 1970. - 424s.
3. Kotov, P. A. Voprosy dinamiki stabil´nykh elementarnykh chastits v elektromagnitnom pole izmerimoy napryazhennosti [Tekst] / P. A. Kotov. Modelirovanie sistem i protsessov. - 2015. - T. 8. № 2. - S. 9-13.
4. Pauli, V. Teoriya otnositel´nosti [Tekst] / V. Pauli. - M. : OGIZ. Gosudarstv. tekhniko-teoretich. lit., 1947. - 301 s.
