New Uniform Motion and Fermi–Walker Derivative of Normal Magnetic Biharmonic Particles in Heisenberg Space

Symmetry

Zeliha Körpinar¹  MehmetAli Akinlar²  Mustafa Inc³  Yu-Ming Chu⁴  Talat Körpinar⁵ 

[1] Department of Administration, Muş Alparslan University, 49250 Muş, Turkey;Department of Mathematical Eng., Yildiz Technical University, 34349 Istanbul, Turkey;Department of Mathematics, Firat University, 23119 Elazig, Turkey;Department of Mathematics, Huzhou University, Huzhou 313000, China;Department of Mathematics, Muş Alparslan University, 49250 Muş, Turkey;

关键词: magnetic field;    biharmonic particle;    bienergy;    Heisenberg space;    Fermi-Walker derivative;    symmetries;   

DOI  :  10.3390/sym12061017

来源: DOAJ

【 摘 要 】

In the present paper, we firstly discuss the normal biharmonic magnetic particles in the Heisenberg space. We express new uniform motions and its properties in the Heisenberg space. Moreover, we obtain a new uniform motion of Fermi–Walker derivative of normal magnetic biharmonic particles in the Heisenberg space. Finally, we investigate uniformly accelerated motion (UAM), the unchanged direction motion (UDM), and the uniformly circular motion (UCM) of the moving normal magnetic biharmonic particles in Heisenberg space.

【 授权许可】

Unknown