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- Polarization of single-mode photon propagating inside the fiber and its geometric phase factor 单模光子在光纤中运动的极化及几何相因子
- geometric phase factor 几何相因子
- Using algebraic dynamics, the Landau system in a rotating magnetic field has been solved and the general geometric phase is calculated. 基于代数动力学;精确求解了旋转磁场中的朗道系统;讨论了它的一般几何相位;给出了一般量子几何相位中对应于规范势的那部分相位的经典对应.
- And the anisotropic coupling makes the geometric phase nonzero for the state that the geometric phase is zero under the isotropic coupling. 并且各向异性耦合还可以使在各向同性耦合情况下几何相位为0状态的几何相位不为0。
- Using a rigorous method of solution, we generally restudy the evolution of spin states in rotational magnetic fields and obtain its geometric phase. 摘要用严格的方法重新详细的讨论了半自旋粒子在旋转磁场中波函数的演化并求解了非绝热几何相。
- By using a coherent state method,we prove that the geometric phase of the spinor in rotating magnetic fields to be one half of the solid angle that the spinor states sweep. 运用相干态方法，本文证明了中子在旋转磁场中的几何相位是粒子态矢量在态空间中扫过的立体角的一半，同时提供了一种几何相位在周期演化中的简单算法。
- Some changes and developments of basic quantum mechanics concepts, such as phase factor,trmsition, corpuscular property and so on, are introduced. 介绍了量子力学中粒子性，全同性，相因子，跃迁等基本概念近年来认识上的发展变化，通过比较研究，给出了一些认识的演变过程
- The negative effect produced by ionization of the dielectrics is reduced with the phase factor of alternating electric signals. 利用交变电信号的相位项，降低由电介质电离而产生的负效应。
- On the basis of CGH, it can encode two objects simultaneously by adding negative quadratic phase factor on the conjugate Fourier spectrum of one object and adding positive quadratic phase factor on the Fourier spectrum of the other. 它是在计算全息的基础上 ,通过对两个物的傅里叶谱或共轭谱分别加正的或负的二次相位因子 ,求和后进行编码、制图、缩微而得 ,该滤波器可以分别对两个物实现匹配。
- A quadratic phase factor and DOG wavelet transform function are introduced into traditional matched filter to sharpen correlation peak, which is fabricated by computer generated hologram. 用计算全息制作该匹配滤波器时，引入DOG子波函数，以达到锐化相关峰的目的。
- Incident particle, gauge field and geometric phase 入射粒子、规范场和几何位相
- adiabatic and nonadiabatic geometric phase 绝热与非绝热几何相位
- The relationships between the non-integrable phase factors and gauge fields are explained by taking the electromagnetic fields for example. 文章就目前文献或教材中流行着的一些量子力学相位概念作分析，指出必须区分清楚不可积相位和可积相位。
- The concept of non-integrable phase factors in quantum mechanics is analysed in detail, which is different form integrble phase factors. 文章还专门讨论了不可积相位的概念及其重要性。
- GAUGE TRANSFORMATION AND QUANTUM PHASE FACTOR 规范变换和量子相位因子
- In the past twenty years, owing to the discovery of Berry’s geometrical phase in 1984 , a lot of efforts have been made on quantal adiabatic theorem and geometrical phase . 由于1984年Berry几何相的发现,在过去的二十年中,人们在几何相和量子绝热定理方面作了大量的工作。
- Not situated at or in the geometric center. 离心的不位于或在几何中心的
- Adiabatic geometric phase of a general quantum state 绝热演化中一般量子态的几何相位
- GEOMETRIC PHASE OF ELECTROMAGNETIC FIELD IN WAVE VECTOR SPACE 波矢空间中电磁场的几何相位
- Keywords geometric phase;holonomic quantum computation;DFS; 几何相;和乐量子计算;无消相干子空间;
