1) quantum geometric phase
量子几何相位
1.
Fabrication of fiber polarization rotator based on quantum geometric phase;
利用量子几何相位制作光纤偏振旋转器
2.
Remarks on “Lewis-Riesenfeld phase” and quantum geometric phase;
关于Lewis-Riesenfeld相位和量子几何相位
3.
The existence of the inconsistency is confirmed, while the consistency of the so-called vanishing quantum geometric phase is shown to be due to misunderstanding about the phase of the instant.
然后引入文章作者的观点,从不同于国外文献的角度出发指出应当正确地理解瞬时本征函数的相位问题,从这个相位的正确处理,得出结论:(1)MS不自洽的存在,不因计及几何相位而消除;(2)量子几何相位不自洽是不存在;(3)现时的标准的绝热近似条件不是充分条件。
2) unconventional geometric quantum phase gate
非常规几何量子相位门
1.
A scheme is proposed for realizing unconventional geometric quantum phase gate originated from high-dimensional squeezed operators,which can be easily generalized to the physical system of Cavity QED.
提出一个基于压缩算符的非常规几何量子相位门的方案。
3) geometric phases
几何相位
1.
Investigation of photon geometric phases inside a curved fiber made of biaxially anisotropic left_handed media;
双轴各向异性负折射率材料光纤中光子波函数几何相位研究
4) geometric phase
几何位相
1.
Notes for “incident particle、 the gauge field and the geometric phase”;
对“入射粒子、规范场和几何位相”一文的注
2.
It is shown that the geometric phase appearing when the non stationary state evolves according to the cyclical or non cyclical Schrdinger equation.
证明了量子体系中任何非定态的演化,无论是循环演化还是非循环演化,都可能导致几何位相的出现。
3.
In this scheme, quantum gates are realized based on geometric phases, which are dependent only on some global geometric features.
最近几年发展的几何量子计算使用几何位相来实现量子逻辑门 ,其特点是利用几何位相的整体几何性质来避免某些局域的无规噪声的影响 ,从而实现较高保真度的量子门 。
5) Geometric phase
几何相位
1.
Properties of geometric phase under Galilean transformation;
几何相位的伽利略变换性质
2.
Adiabatic geometric phase of a general quantum state;
绝热演化中一般量子态的几何相位
3.
The geometric phase of the neutral atom of coherence moving in electric field;
相干中性原子在电场中运动的几何相位
6) geometrical phase
几何相位
1.
The important role that the geometrical phase plays in quantum interference is analyzed in detail for the first time.
利用解析方法描述了相干瞬态量子体系中不同类型的量子干涉效应,分别讨论了光学干涉与量子干涉所起的作用,分析了在时域对称光场作用下,几何相位在量子干涉效应中所扮演的角色,从理论上证明了通过适当改变抽运场脉冲面积,可实现对几何相位的测量。
2.
Correspondingly, the quantum geometrical phase is divided into two parts; one part is produced by the shape change of the wave packet and the other is generated by the motion of the wave packet center.
与此相应,广义振子的量子几何相位由两部分组成:一部分是由波包形状的改变引起的,另一部分则是由波包中心的运动引起的。
补充资料:单量子阱(见量子阱)
单量子阱(见量子阱)
single quantum well
单且子阱sillgle quantum well见量子阱。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条