We firstly characterize uniformly quasi accelerated motion (UQAM) with Fermi Walker derivation. We obtain new energy of quasi tangent magnetic biharmonic particle and Lorentz field. Thus, we give new relationship between Fermi Walker parallelism and uniformly quasi accelerated motion in Heisenberg group. Moreover, we give applied geometric characterization for a uniformly quasi accelerated motion of velocity magnetic biharmonic particles in Heisenberg space. © 2022King Saud University, KSUResearchers Supporting Project number (RSP2021/158), King Saud University, Riyadh, Saudi Arabia
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We firstly characterize uniformly quasi accelerated motion (UQAM) with Fermi Walker derivation. We o...
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In this study, we firstly characterize quasi magnetic curves and associated magnetic fields by consi...
In this study, we investigate new type of normal magnetic force biharmonic particles associated with...
In this work, we first present the theory of Heisenberg ferromagnetic model of directional velocity ...
We firstly characterize uniformly quasi accelerated motion (UQAM) with Fermi Walker derivation. We o...
In this paper, we firstly review the quasi uniformly accelerated motion (QUAM) with Fermi derivative...
Inc, Mustafa/0000-0003-4996-8373; Akinlar, Mhmet Ali/0000-0002-7005-8633In the present paper, we fir...
Korpinar, Talat/0000-0003-4000-0892In this paper, we define concept of the uniformly quasi circular ...
In this article, we first offer the approach of quasi magnetic Lorentz flux of quasi velocity magneti...
This paper deals with obtaining some new characterizations on the dynamics of the moving charged par...
International audienceIn highly conducting astrophysical plasmas, charged particles are generically ...
International audienceThis paper introduces a new formalism to describe the acceleration of particle...
We use Generalized Fermi-Walker transport to construct a one-parameter family of inertial frames whi...
In practical applications play an new important role timelike biharmonic particle by Fermi-Walker de...
2-s2.0-85100234578In this paper, we present a new geometric interpretation of the notion of the Heis...
In the present article we solve the Dirac-Pauli and Klein Gordon equations in an asymptotically unif...
In this study, we firstly characterize quasi magnetic curves and associated magnetic fields by consi...
In this study, we investigate new type of normal magnetic force biharmonic particles associated with...
In this work, we first present the theory of Heisenberg ferromagnetic model of directional velocity ...