DYNAMICAL PROBLEM OF A ROTATIONAL CHARGED DIELECTRIC RIGID BODY IN A UNIFORM MAGNETIC FIELD | Zendy

Guo-Quan Zhou | Zendy; Xiao Xiao | Zendy

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DYNAMICAL PROBLEM OF A ROTATIONAL CHARGED DIELECTRIC RIGID BODY IN A UNIFORM MAGNETIC FIELD

Author(s) -

Guo-Quan Zhou,

Xiao Xiao

Publication year - 2008

Publication title -

progress in electromagnetics research c

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.341

H-Index - 34

ISSN - 1937-8718

DOI - 10.2528/pierc08021701

Subject(s) - dielectric , rigid body , magnetic field , rotational dynamics , physics , field (mathematics) , classical mechanics , mathematics , optoelectronics , quantum mechanics , pure mathematics , molecule

—Based on the theory about charge moment,tensor and the magnetic moment of a rotational charged body, and by means of Eulor’s equation for a rotational rigid body in classic mechanics, the Lagrangian and the dynamic equation of a charged dielectric rigid body under a uniform magnetic field has been derived; Also two symmetric simple cases have been solved or analyzed under condition of slow rotation and no gravitation, the corresponding invariants have also been found.

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