HO:哈密顿量
“The Hamiltonian Of”在学术写作和物理学讨论中常被缩写为“HO”,以简化书写并提高表达效率。这一缩写在综合性或未明确分类的领域中也较为常见,中文含义为“哈密顿量”,用于描述物理系统中的能量函数。
The Hamiltonian Of的英文发音
例句
- The discretization of the Hamiltonian of a low-dimensional conductor is investigated, and its tight-binding form is obtained by taking the spin-orbit interactions into consideration.
- 研究二维量子系统哈密顿量(HO)的离散化,给出了有自旋轨道耦合效应存在时哈密顿量(HO)的紧束缚形式。
- Discussion on the Problems Left Over by the Solution of Darwin Equation in Laue Case ON THE HERMITIAN OF THE HAMILTONIAN OF RADIAL EQUATION
- 衍射传输方程在劳厄几何中二维解的讨论关于径向方程哈密顿量(HO)的厄米性问题
- Then by using the Bopp shift, we obtain the Hamiltonian of hydrogen-like atom on noncommutative phase space.
- 然后,利用Bopp变换求出了非对易相空间中的类氢原子的哈密顿量(HO)。
- We construct the general form of the Hamiltonian of the model and study the integrability of the model through the coordinate Bethe ansatz method. We also obtain the energy spectrum, the specific integrable boundary conditions and the corresponding Bethe ansatz equations.
- 我们构造了具有一般性边界的多分量Bariev模型的哈密顿量(HO),利用坐标Betheansatz方法详细地研究了模型的可积性,并得到了系统的能谱、可积边界条件及Betheansatz方程。
- In this paper, the Hamiltonian of the Dirac equation in the Kerr metric with small angular momentum is obtained by the Bergman-Brill-wheeler prescription and the influence of a on the energy spectrum in the quasi bound state is derived.
- 本文利用Bergman-Brill-Wheeler方法,给出了小角动量Kerr度规中的Dirac方程的Hami-ltonian形式,并计算了小角动量对于准束缚能级的影响。
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