In this article, we define a new concept of spherical optical magnetic density with biharmonic
particles in spherical Heisenberg space. Moreover, we construct the optical energy of …

In this paper, new energy functionals are described via the variational approach method. By
doing this, a new class of elastic curves is described in the three‐dimensional ordinary …

In this study, we investigate new type of normal magnetic force biharmonic particles
associated with a magnetic field BB defined on Heisenberg space. Firstly, we consider a …

In this study, we obtain the energy equations for recursive and non-recursive vortex filament
flows with bishop (b) frame in Euclidean 3-space. By doing this, we make a specific …

In this study, we obtain the energy equations for some optical systems with q-frame in 3D
Euclidean space. Here, first of all, we create the theoretical background for the energy …

In this work, we construct energy of the moving particle on tangent spherical images in
diverse force fields on dynamical and electrodynamical devices by way of Newtonian …

We firstly characterize uniformly quasi accelerated motion (UQAM) with Fermi Walker
derivation. We obtain new energy of quasi tangent magnetic biharmonic particle and Lorentz …

Fermi–Walker derivative and energy of curves play an important role in sensible guidelines.
In this study we formulate a new energy for Fermi–Walker (FW) derivative of normal …

In this paper, we firstly review the quasi uniformly accelerated motion (QUAM) with Fermi
derivative by cold plasma in Heisenberg space. We define new quasi uniformly accelerated …

In this work, we obtain new results by examining the adjoint curve and focal curve, which are
examples of associated curves. In particular, we examine the focal curve of the adjoint curve …