论文标题
一类三维陀螺仪磁性水力学模型
A class of three-dimensional gyroviscous magnetohydrodynamic models
论文作者
论文摘要
提出了一种用于得出三维陀螺仪磁性水力动力学模型的哈密顿和动作原理形式主义。突出了该方法的独特性，从第一原则构建陀螺仪张量及其解释Gyromap和陀螺术语术语的能力的能力得到了强调。该过程允许规格自由功能，可用于生成各种陀螺模型。通过减少过程，获得了非规范的哈密顿式支架并简要分析。
A Hamiltonian and action principle formalism for deriving three-dimensional gyroviscous magnetohydrodynamic models is presented. The uniqueness of the approach in constructing the gyroviscous tensor from first principles and its ability to explain the origin of the gyromap and the gyroviscous terms are highlighted. The procedure allows for the specification of free functions, which can be used to generate a wide range of gyroviscous models. Through the process of reduction, the noncanonical Hamiltonian bracket is obtained and briefly analysed.
