A scheme of teleporting a two-qubit unknown atomic state is proposed.
提出了一种隐形传送两比特未知原子态的方案。
Lastly, a scheme of teleporting a two-qubit unknown atomic state is proposed.
最后提出了一种隐形传送两比特未知原子态方案。
Using hollow cathode lamps, the atomic state lifetimes have been measured by laser fluorescence spectroscopy.
利用空心阴极放电灯的激光感生荧光技术进行了原子能级寿命测量的研究。
By using the Schrodinger Equation, the interaction between atomic state vector and magnetic field is calculated.
结合薛定谔方程，计算了原子态矢量和磁场间的相互作用。
In this scheme, a three-particle entangled state is used as quantum channel to teleport a two-qubit atomic state.
在此方案中，用一个三粒子纠缠态作为量子信道，传送两比特未知原子态。
The other two methods are very simple, although they can give the atomic state of equivalent elections only by nonequivalent electrons.
另外两种方法，虽然要利用非等效电子的原子态才能给出等效电子的原子态，但方法简单。
The results mentioned above are of the important guidance theoretically for realizing the quantum teleportation of N-qubit unknown atomic state experimentally.
以上研究结果，对于人们从实验上实现N个量子比特的未知原子态的量子隐形传送具有重要的理论指导作用。
They discovered a first order phase transition, a discontinuity, in liquid hydrogen between a molecular state with low conductivity and a highly conductive atomic state.
他们发现了一个不连续的一级相变，这个相变是在液态氢低电导率的分子态和高电导率的原子态之间。
Today's state-of-the-art atomic clocks have proven Einstein right.
当今先进的原子时钟已经证明了爱因斯坦是对的。
Note that the CMPXCHG instruction is atomic, which means that there is no intermediate visible state of the system before this instruction finishes.
注意，CMPXCHG指令是原子性的，这意味着在这个指令结束之前没有可见的中间状态。
Note that services that hold state are typically atomic (fine-grained).
注意，保持状态不变的服务通常是原子(细粒度服务)。
But it is interesting. Let's just, for an order of magnitude say what happens for ground state electron in atomic hydrogen?
但行星模型其实挺有趣的，按照重要的先后顺序，我们来猜想一下，氢原子中的基态电子会发生些什么？
That is the ground state energy of atomic hydrogen.
同时也是氢原子基态的能量值。
The property to be checked is described as a finite state machine that transitions on atomic predicates, properties that can be identified by cursory look at the program.
所要检查的特性被描述为一个有限状态机器，即原子谓词上的转变，这样粗略地查看程序就能识别出这些特性。
A scheme for the generation of superpositions of squeezed coherent state based on the atomic interference is presented.
在文中我们提出了一种基于原子干涉的方法产生压缩相干迭加态。
The time evolution of atomic dipole squeezing in the intensity-dependent coupling interaction between squeezing vacuum state and V-type three-level atom is studied using the quantum theory.
利用全量子理论，研究了压缩真空场与V型三能级原子依赖强度耦合作用系统中原子的偶极压缩效应。
To facilitate atomic checkpoint, an application can write to output and state files using the MFILE class.
为达到原子级的进度保存，计算程序可以使用MFILE 类来写输出文件和状态文件。
The mixing degree of atomic initial state has no influence on the entropy squeezing of the atom in motion.
原子初态的混合度对运动原子的信息熵压缩几乎没有影响。
It is found that the atomic quantized translational motion sensitively depends on the atomic internal state population.
结果表明原子量子化平移运动敏感地依赖于原子的内态布居。
The possible mechanisms for the energy shifts have been discussed in terms of the extra atomic relaxation and the effects in the initial state.
借助于原子终态弛豫和初态电子组态效应对这种位移的机理进行了讨论。
We have found out the equation of density matrix evolution of the two-level atomic system in the classic electromagnetism field. The Law of coherence of the state is obtained.
求解了经典电磁场中二能级原子系统的密度矩阵演化方程，得到了系统状态的相干特性。
In this paper, their interaction between the two-level atomic quantized translational motion and internal state population in a quantized standing-wave cavity are studied.
讨论了在驻波腔场中两能级原子的量子化平移运动与原子内态布居间的相互影响。
In this paper, we show that the photon-number squeezed state can be generated by optically pumped three-level atomic system.
本文证明光泵三能级原子体系可以产生光子数压缩态。
In this paper, we will discuss the atomic nucleus nature with relation to chaos motion in nuclear static and dynamic state nature, and reach significant conclusion.
本文从核的静态与动态性质两方面讨论了原子核性质与混沌运动的联系，并得出一些有意义的结论。
With the increasing of the mean photon number, the revival period increase. The atom collapses to a unique pure state regardless of the initial atomic conditions.
当加光子相干态的平均光子数较大时，原子线性熵呈现崩塌与回复现象，其回复周期随加光子数的增加而增加，与原子的初态无关。
This paper deals with a method to deduce the atomic ground state spectra terms onthe basis of Hund rules and Pauli exclusion principle.
根据洪特第一规则及保里不相容原理，提出了推求原子基态光谱项的一种简便方法。
The scheme can also be used to teleport an unknown atomic entangled state.
方案也可以用于隐形传送未知原子纠缠态。
The scheme can also be used to teleport an unknown atomic entangled state.
方案也可以用于隐形传送未知原子纠缠态。
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