The quantum behavior of atomic objects is the same.
原子客体的量子行为都是相同的。
The quantum behavior of atomic objects is the same .
原子客体的量子行为都是相同的。
While the current study only looks at the classical behavior of the theory, there could also be quantum behavior, such as with the bounce concept.
虽然现在的研究仅仅集中在这套理论的经典行为上，但是量子行为也可能存在，例如在跃变的概念下。
The UCSB group used more conventional electrical circuits, albeit ones that must be cooled almost to absolute zero to make them superconducting and activate their quantum behavior.
UCSB加州大学圣巴巴拉分校的小组使用更加常见的电路，虽然这需要将其冷却到接近零度使其超导并展现量子行为。
The quantum nature of its behavior emerged from the accumulated readings.
谐振器行为的量子特性来自于累计读数。
So, we need a new kind of mechanics, which is quantum mechanics, which will accurately explain the behavior of molecules on this small scale.
所以我们需要一种新的力学，也就是量子力学，来解释在这个，小尺度下分子的行为。
The original goal of quantum computing was to simulate the behavior of arbitrary quantum systems using a small set of basic components.
量子计算最初的目标是使用很少一部分基本元素模拟变化多端的量子系统的行为。
A new study says string theory can be tested by observing the behavior of entangled quantum particles.
一项最新研究认为，弦论能够通过观察纠缠态的量子粒子的行为表现进行检验。
A new study says string theory can be tested by observing the behavior of entangled quantum particles. Wikipedia.
一项最新研究认为，弦论能够通过观察纠缠态的量子粒子的行为表现进行检验。
A black hole is a concentration of mass great enough that the force of gravity prevents anything from escaping from it except through quantum tunneling behavior.
一个黑洞是物质浓缩到足够大的以致引力除了通过量子隧道行为之外阻止任何东西从它那里逃逸。
He describes this phenomenon as a signature of the fuzziness, or uncertainty, of the quantum sphere, and also as resulting from fractal behavior at small scales.
他将这种显现视为量子球模糊性或不确定性的信号，并认为这是在小尺度下发生分形行为的结果。
This paper reviews the behavior and the basic properties of electrons in two-dimension, quantum wires and quantum granule, and discusses some possible applications in Single Electronics.
本文综述了二维电子、量子导线和量子微粒中的电子行为，并指出单子过程在单电子电子学新领域中的可能应用。
The field of quantum mechanics deals with the behavior of atoms and subatomic particles.
外地的量子力学处理的行为，原子和亚原子粒子。
In this paper, the behavior of two-electron and three-electron systems are investigated by few-body theory in quantum mechanics.
文章利用量子力学中的少体理论方法研究了二电子系统和三电子系统的行为。
There is no obvious reason why the insanely complex mathematics underlying string theory can also be used to predict the behavior of entangled quantum systems.
为什么隐藏在弦论下面的异常复杂的数学，也能够被用于去预测纠缠态量子系统的行为表现？目前还没有明确的理由。
The behavior of the quantum beat are analysed and its possible applications are discussed.
分析了这种量子拍频效应的产生条件和特点。讨论了可能的应用。
Delayed choice experiment raised by J. A. Wheeler was extended from quantum double slit experiment, and it concludes that: our present behavior can affect the past.
惠勒提出的延迟选择实验是量子双缝实验的一个扩展，它给出了一个特殊的结论：我们现在的行为对过去产生了影响。
This paper analyses the advantage and disadvantage of such behavior, and puts forward a quantum model.
本文分析了企业该行为的利弊，并提出了量化模型。
This kind of impurity quantum phase transition is of particularly significant in understanding the non-Fermi Liquid behavior in a large number of strongly correlated electron systems.
在强关联电子系统中，这种杂质量子状态的改变，即所谓杂质量子相变，可以导致出现复杂的非费米液体行为。
It turns out that string theory predicts the behavior of entangled quantum particles, which can be tested in a lab - therefore testing string theory.
结果是弦论能够预测纠缠态的量子粒子的行为表现，而这种行为表现可以在实验室中进行检验——因此最终可以对弦论进行检验。
Now the studies of chaos in a quantum system include mainly the following several aspects:(1)the study of the dynamic behavior in the Hamitonian which corresponds with a certain quantum system.
目前，人们对一具体量子系统的研究主要包括几方面：①量子系统所对应经典哈密顿动力学行为的研究。
For instance, as Benedetti explains, the fractal nature of quantum spacetime might enable gravity to cure its own ultraviolet behavior by dimensional reduction.
比如说，Benedetti认为量子时空的分形性质有可能通过维度缩减使引力自身的紫外线固化成为可能。
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.
本文研究了激发相干态与与V -型量子拍频三能级原子作用时的动力学行为，并对光子反聚束效应和系统光场的压缩特性进行了细致的讨论。
The second led to quantum theory, which accounts for the behavior of microscopic systems and even macroscopic systems under certain circumstances.
只有 量子力学才能解释微观系统的行为，甚至在某些特定情况下的巨观 系统。
The second led to quantum theory, which accounts for the behavior of microscopic systems and even macroscopic systems under certain circumstances.
只有 量子力学才能解释微观系统的行为，甚至在某些特定情况下的巨观 系统。
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