The quantum vacuum is the name physicists give to what we see as empty space.
量子真空是物理学家为我们所理解的真空起的名字。
According to theory, there are countless electric dipoles created by virtual particles in any given volume of the quantum vacuum.
这个理论告诉我们，在任何给定体积的量子真空中都存在数不清的由虚粒子产生的电偶极子。
The virtual particles spontaneously created in the quantum vacuum appear and then disappear so quickly that they can't be directly observed.
量子真空中自发产生的虚粒子以不被察觉的速度出现与消失。
I'm no longer obsessing over why the predicted mass of the quantum vacuum has little effect on the expansion of the universe. And it's been weeks since I took that accidental sip of Red Bull.
我已经不在沉迷于研究，为什么量子真空的预计质量不会，受到宇宙爆炸的影响。而且，我不小心抿了一衇诤炫R丫羌钢芮暗氖铝?。
Quantum calculations, however, predict that the amount of vacuum energy in the universe should be more than a hundred orders of magnitude greater than has been observed.
然而，量子计算预示着宇宙中总真空能量应比已被观测到的能量高出一百多个数量级。
The idea is tied to quantum mechanics, which predicts that even in the vacuum of space, particles are constantly winking in and out of existence, generating energy.
这个理论附属于量子力学，预示着即便在空间真空中粒子仍快速出现、消失，并由此产生能量。
For quantum theory has shown that a vacuum (ie, nothing) only appears to be empty space.
因为量子理论已经证明真空(或者说是虚无)仅仅只是一个空旷的空间而已。
The experiment is based on one of the most counterintuitive, yet, one of the most important principles in quantum mechanics: that vacuum is by no means empty nothingness.
这个实验是建立在一个最违反直觉的其中一个的基础上，仍然，量子力学最重要的原理中的一个：所谓真空绝不可能空的虚无状态。
When vacuum state is injected into one input port while odd coherent state is injected into another, quantum entanglement is generated at the output ports.
若分别以真空态和奇或偶相干态作为分束器的两个输入态，得到的输出态具有量子纠缠性质。
The quantum effects of the mesoscopic circuit with capacitive coupling under the excited states of squeezed vacuum states are investigated by quantizing the circuit and diagonalizing its Hamiltonian.
通过量子化电容耦合电路和对角化电路哈密顿量，研究了介观电路在压缩真空态的激发态下的量子力学效应。
The result shows, as a consequence of anisotropy of vacuum, though the two dipole matrix elements orthogonal to each other, quantum interference still exists.
结果表明，由于真空的各向异性，尽管原子的两电偶极矩阵元相互正交，量子干涉依然存在。
Under the time evolution in a vacuum thermal reservoir, quantum nonlocality of the two kinds of entangled states decreases gradually and disappears finally.
在真空热库中随着时间的演化，两种纠缠态的量子非定域性逐渐减弱直至消失。
The entanglement degrees of two coupling-atoms interacting with a single-mode vacuum field in the Tavis-Cummings model were investigated by using quantum relative entropy.
用量子相对熵研究了耦合双原子与单模真空场相互作用系统的纠缠度，讨论了原子间偶极相互作用对相对熵纠缠度的影响。
On this basic theory, we have studied quantum fluctuations of the voltage and current of each branch in thermal vacuum state.
在此基础上，研究了热真空态下各支路电流和电压的量子涨落。
In this paper we discuss the base state of initial and final states in the transition from the generating functional of quantum mechanics to that of field theory, i. e. the problem of vacuum state.
本文讨论由量子力学的生成泛函过渡到场论的生成泛函时如何考虑起始态与终了态的基态，即真空态的问题。
In this thesis, the degrees of the quantum entanglement in the system of two two-level atoms interacting with a single mode vacuum field are explored, and a series of significant results are obtained.
本文研究了两个二能级原子与单模真空场相互作用系统中的量子纠缠度，得到了一些有意义的结论。
The quantum fluctuations of mesoscopic RLC circuit in vacuum state and in thermal vacuum state are considered.
在真空态和热真空态下讨论了介观RLC电路的量子涨落。
This is reflected in the fact that the vacuum expectation value of the field squared is nonzero in quantum field theory. Therefore there exist the so called vacuum fluctuations.
这反映在量子场论中场量平方的真空平均值不为零，这就是所谓的真空涨落。
We study dynamics of quantum nonlocality and entanglement for a two-mode squeezed vacuum state in a phase damping channel.
研究了双模真空压缩态在相阻尼情况下的非定域动力学和纠缠特性。
In this article we discuss the physical content of quantum idea of space and time. We also give some philosophical reflections especially the relation and difference of space and vacuum.
本文论述了空间时间量子观念的物理内容，并给出某些哲学反思特别是时空和真空的关系和不同之处。
The squeezing property of the light in the system of two-mode squeezing vacuum field interacting with two coupling atoms in Kerr medium is studied by means of quantum theory.
研究了存在克尔介质时，双模压缩真空场与耦合二能级原子相互作用系统中光场的压缩性质，讨论了克尔介质与光场的耦合强度对光场压缩特性的影响。
The influences of nonlinear interaction intensity of kerr medium and the squeezing degree of initial squeezing vacuum state field on the quantum properties of the atom are discussed.
详细地讨论了克尔非线性作用的强度以及初始压缩真空场的压缩度对原子反转和原子量子态演化的影响。
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。
We present a linear optical scheme for achieving a unity fidelity teleportation of a two-particle four-component squeezed vacuum state using two entangled squeezed vacuum states as quantum channel.
利用一对纠缠压缩真空态作为量子通道，本文提出了一种可实现单位保真度量子隐形传送两体四分量压缩真空态的线性光学方案。
The influences of nonlinear interaction intensity of Kerr medium and the squeezing degree of initial squeezing vacuum state field on the entanglement of the quantum system are discussed.
讨论了初始压缩真空场的压缩度以及克尔非线性作用的强度对该量子体系纠缠特性的影响。
The quantum fluctuations of the charge and current in the two loops of the circuit were studied under squeezed vacuum excitation state, squeezed vacuum state and vacuum state, respectively.
研究了压缩真空态的激发态、压缩真空态和真空态下回路中电荷和电流的量子涨落。
At the moment, many researchers believe that dark energy may be a foam of quantum particles that exists throughout the vacuum of space.
那时，许多研究员相信黑暗能量可能是在空间各处的真空存在的量子的泡沫。
The dynamic behavior of the interaction between the V-type quantum-beat three-level atomic system and the single-mode squeezed vacuum field has been studied based on the quantum theory.
研究了V -型量子拍频三能级原子与单模压缩真空场作用过程中系统的动力学行为，运用数值方法讨论了系统参数对系统光场压缩特性的影响。
The dynamic behavior of the interaction between the V-type quantum-beat three-level atomic system and the single-mode squeezed vacuum field has been studied based on the quantum theory.
研究了V -型量子拍频三能级原子与单模压缩真空场作用过程中系统的动力学行为，运用数值方法讨论了系统参数对系统光场压缩特性的影响。
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