| 1. | Influence of the many - body interaction on cluster phase transition
原子团簇相变特性的影响 |
| 2. | The development of finnis - sinclair many - body potential and its application in metal
多体势的发展及其在金属中的应用 |
| 3. | The liquid crystals is a many - body system which consists of a large number of rod - like ( or disc - like ) molecule
液晶是由大量有相互作用的长棒状(或圆盘状)分子构成的多体系统。 |
| 4. | Due to the nonlinearity and complexity of many - body problems , the molecular statistical theory of liquid crystals has not been perfect as yet
液晶的分子统计理论，由于多体问题所涉及到的非线性和复杂性，至今远远没有得到完善的答案。 |
| 5. | ( 3 ) a design method , which applies spatial many - body center configuration concept to the mechanical structure of the tiltmeter , is first presented and realized
( 3 )首次提出并实现了利用空间多体中心构型概念进行倾斜仪机械整体结构的设计，从而最大限度地满足了倾斜仪稳定性要求。 |
| 6. | When a interacting many - body system , such as a magnet , is driven in time by external perturbation , such as a magnetic field the system can ' t response instantaneously due to the relaxational delay
当周期振荡的外场加在一个互作用多体系统，例如铁磁体的时候，系统会有一个相应的滞后；这种滞后的响应就是磁滞回线。 |
| 7. | The many - body potential ( eam potential ) is applied to describe the interaction of the atoms in the code . the parameters , such as position , velocity etc , are obtained by solving the newton equations of motion
它采用多体势(嵌入原子势)描述原子间的相互作用，通过求解牛顿运动方程来获得原子的位置、速度等物理参量。 |
| 8. | In the thesis we firstly introduce one - dimensional spin - 1 / 2 jordan - wigner transformation and the holstein - primakoff transformation that are used widely in the quantum many - body theory . secondly , another form of one - dimensional spin - 1 / 2 jordan - wigner transformation is discussed
本文中，我们首先介绍了在量子多体理论中广泛应用到的一维自旋- 1 2 “ jordan - wigner ”变换以及“ holstein - primakoff ”变换。 |
| 9. | In this paper , we introduce quantum theory into the liquid crystals in order to research the collective effect ( i . e . the physics effect produced by many - body effect and collective excitation ) . in this way , we research the microscopic theory of nematic phase and cholesteric phase
为了探索其集体效应(多体效应以及集体激发导致的物理效应) ，本文将量子理论引入到液晶体系，研究向列相和胆甾相的微观理论。 |
