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- W3009031303 abstract "In this paper, the motion of charged particle in the equatorial plane of the magnetic dipole field is analyzed systematically with the help of calculation software. We first propose the use of a physical model of the prolate epicycloid to explain and repeat the true trajectory of charged particle in a magnetic dipole field when the particle trajectory is bounded. The fitted numerical results show that the results obtained with the prolate epicycloid model are almost identical to the real trajectory of charged particle in magnetic dipole field, which means that we can understand and describe the particle trajectory in magnetic dipole field from a new and more visual perspective. Not only that, when $Bsim1/rho^n$(n$>$0), some of those particle trajectory can be explained by prolate epicycloid as well. When $Bsim1/rho^n$(n$<$0), the trajectory can be explained roughly by prolate hypocycloid and curtate hypocycloid." @default.
- W3009031303 created "2020-03-06" @default.
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- W3009031303 date "2020-02-26" @default.
- W3009031303 modified "2023-09-27" @default.
- W3009031303 title "Fitting of particle trajectory in magnetic dipole equatorial field and prolate epicycloid" @default.
- W3009031303 hasPublicationYear "2020" @default.
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