field quantum

The Mesoscopic Circuit Model of Two model Light Field and Quantum Effects of Circuit

双模光场的介观电路模型及电路的量子效应

Quantum teleportation plays an important role in the field of quantum information .

量子隐形传态是目前量子信息中人们关注的热门课题之一，它是量子信息理论的重要组成部分，也是量子计算的基础。

Based on the quantum theory , expression of light field under quantum theory is deduced .

基于光场的量子理论，推导了量子理论下光场的表示方法。

In this dissertation we studied several basic theoretical problems in the field of quantum mechanics .

本文研究了量子力学中的一些基础性的问题。

Finally , we propose a scheme to apply this system into the field of quantum information .

最后，我们还提出了自旋轨道耦合BEC系统在量子信息领域的一个应用。

He was a pioneer in the field of quantum mechanics .

他是量子机械的先驱。

Nowhere is this more evident than in the field of quantum information .

没有其他的领域能比量子信息学更明显地表明这一点了。

Effect of phase fluctuation of light field on quantum coherence in a trapped ion

辐射场的起伏对囚禁离子的量子相干性的影响

In the field of quantum information processing , the Rabi model is the most widely used one .

在量子信息处理领域中，Rabi模型为应用范围最广的一个。

The Analysis of Characteristics of Waveguide and Optical Field for Quantum well Laser with GRIN-SCH Structure

具有GRIN-SCH量子阱结构激光器光波导及光场特性分析

Currently , quantum teleportation is one of the most striking interesting field in quantum communication .

当前，量子隐形传态已成为量子通信领域中最引人注目的方向之一。

The interaction of atoms with light is an important research field in quantum optics , even in optics .

光与原子相互作用是量子光学乃至光学中的一个重要研究领域。

Since 1996 , quantum coding has been one of the most popular topics in the field of quantum information .

1996年以来，量子编码已成为量子信息学领域最热门的课题之一。

In recent years , it was widely studied in the field of quantum communication , quantum memory and other fields .

近些年来在量子信息通讯与量子存储等领域有广泛的研究。

In the rapidly developing field of quantum information , investigation of quantum entanglement is always a very active area .

在迅速发展的量子信息领域，量子纠缠的研究一直是一个非常活跃的领域。这些研究包括多粒子纠缠量子态的产生、操纵及其与量子非局域性的关系。

To explore fully quantum entanglement is vital for quantum theory , especially in the field of quantum information science .

充分探讨量子纠缠的特性在量子理论，特别是量子信息科学中具有十分重要的意义。

Quantum measurement is not only the basic postulate , but plays a very important role in the field of quantum information .

量子测量不仅仅是量子力学的基本公设之一，在量子信息领域，量子测量同样扮演着重要角色。

Effects of Electron-phonon Interaction under External Field on Quantum Transport Through a Single-molecular Quantum Dots

电&声子相互作用在外场下对量子点输运性质的影响

It is significant to study the quantum entanglement quantitatively and qualitatively and its application in the field of quantum information .

因此对量子纠缠的定性和定量的研究以及在量子信息领域可能的应用的研究将是非常有意义的。

The connection is known as Bell entanglement and underpins the field of quantum mechanics .

这种联系被称为贝尔纠缠，是量子力学的核心。

Many non-classical states have been found in the field of quantum mechanics , among which is the squeezing state .

在量子力学研究领域中，人们发现了许多的非经典态，压缩态是其中的一类非经典态。

However , commercial single frequency fiber laser has large intensity noise , which limits the widely use in the field of quantum information .

然而，商用单频光纤激光器伴随有较大的强度噪声，妨碍其在量子信息领域的广泛应用。

Quantum interference in multi-level system and quantum cryptography have been interesting topics in the field of quantum optics for recent years .

多能级系统量子干涉效应和量子保密通信都是近年来量子光学领域十分活跃的研究课题。

Lately , with the vigorous development of quantum information , quantum entanglement states has been widely applied in each field of quantum information .

近年来，随着量子信息的蓬勃发展，量子纠缠态已被广泛应用到量子信息的各个领域。

After taking into account of the coupling of surface electric field and quantum flocculation , the effective charge number coefficient is introduced into the system .

考虑颗粒表面电场和量子振荡的耦合作用之后，必须引入有效电荷系数对离子的化合价进行修正。

The field of quantum computers has been revolutionized by the work of Shor on factorization of large numbers .

最近，大数因子分解等一系列量子超快速算法的发现使量子计算机的研究取得了革命性的进展。

Quantum dot optic microcavity device had potential application in field of quantum information technology using as the low threshold laser and single photon light source etc.

量子点光学微腔器件在低阈值激光器和单光子光源等量子信息处理技术领域有重要的应用前景。

As one of the most striking features of quantum formalism , quantum entanglement is used in the field of quantum information as an effective resource .

作为量子理论最显著的特征之一，量子纠缠被当作一种有效的资源广泛地应用于量子信息领域。

Among them is by using squeeze operator . In this dissertation we mainly construct squeeze operator of atom and optical field through quantum reservoir .

在这篇论文中，我们主要利用量子库构建原子与光场压缩算符。

Resonant Interaction between Relic Gravitational Waves and a Gaussian Beam in Double Polarized States Through Nonuniform Static Magnetic Field and Quantum Gravity Estimate

双极化态高斯束对高频遗迹引力波在一高斯型静磁场背景中的谐振响应以及相应的量子估算