In this paper, we define concept of the uniformly quasi circular motion (UQCM) with biharmonicity condition in the Heisenberg space. That is, we aim to define a new class of UQCM in the three‐dimensional Heisenberg space. We further improve an alternative method to find uniformly quasi circular potential electric energy of biharmonic velocity magnetic particles in the Heisenberg space. We also give the relationships between physical and geometrical characterizations of uniformly quasi circular potential electric energy. Finally, we illustrate important figures for uniformly quasi circular potential electric energy with respect to its electric field in the radial direction.

中文翻译：

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Heisenberg空间中准速度双谐波磁粒子的均匀准圆周运动的新方法

在本文中，我们定义了在Heisenberg空间中具有双调和条件的均匀准圆周运动（UQCM）的概念。也就是说，我们旨在在三维海森堡空间中定义一类新的UQCM。我们进一步改进了另一种方法，以寻找海森堡空间中双谐波速度磁性粒子的均匀准圆形势能。我们还给出了均匀准圆形势能的物理和几何特征之间的关系。最后，我们说明了关于径向方向上的均匀准圆形势能的重要数字。