为什么大自然中不存在更强的非定域性。
非定域性取决于两个因素。
非定域校正并不改善第一电离势的计算结果。
The nonlocal correction does not improve the calculated results of the first ionization potentials.
这样，他们就能排除某些非定域隐形变量理论。
In this way, they were able to rule out certain NLHV theories.
高度活性和非定域的电子应该能够与光子起反应。
Highly reactive and delocalized electrons would react with photons.
本文评介了玻姆的量子势因果解释及非定域性观点。
This paper introduces and analyses David Bohm s causal interpretation of quantum potential and his viewpoint of nonlocality.
本文旨在探究量子非定域性对因果关系产生的影响。
This paper aims to explore the impact of causation from the quantum non-locality.
在计算过程中我们直接采用了非定域势，得到了合理的结果。
In our calculation, it is found that the nonlocal potentials can be suitably used and bring about reasonable results.
用矩阵光学的方法和干涉条纹形成的条件研究了非定域牛顿环问题。
The non fixfrontier Newtonian rings are studied by using matrix optics method and the condition of forming interference fringe.
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。
We study dynamics of quantum nonlocality and entanglement for a two-mode squeezed vacuum state in a phase damping channel.
本文从介绍纠缠和纠缠态出发，着重讨论纠缠的本质和非定域性概念。
This paper is started by reviewing the entanglement and entanglement state, and then focuses on the essence of entanglement and the notion of non-locality.
尤其是，玻姆从量子势、活动信息出发对非定域性问题进行了新的探索。
Especially, Bohm probes into nonlocality on the basis of the view of quantum potential and active information.
研究纠缠、相干性及非定域性这些量子特性随时间的演化具有重要意义。
It is important to study how the quantum property such as entanglement, coherence, and nonlocality evolve with time.
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。
Under the time evolution in a vacuum thermal reservoir, quantum nonlocality of the two kinds of entangled states decreases gradually and disappears finally.
本文讨论均匀薄膜的非定域干涉条纹的形成，并给出干涉条纹所满足的数学表达式。
In this paper, the interference patterns of non-localized interference by a plane parallel film is discussed.
通过理论和实验相结合的研究显示，大量合理的非定域性理论与实验观测到的量子关联不相容合。
Here we show by both theory and experiment that a broad and rather reasonable class of such non-local realistic theories is incompatible with experimentally observable quantum correlations.
研究结果显示了纳米金属磁性多层膜材料的微结构空间位置相关性和电磁输运过程奇异的非定域特性。
The microstructure space dependence and non-localization electromagnetic transmission were found, which demonstrated the mesoscopic characteristic of the nanometer magnetic multilayers materials.
面对来自量子理论尤其是量子非定域性理论的责难，我们又该如何看待因果关系成了一个重要而紧迫的课题。
In front of censure from the quantum theory, especially from nonlocality, how should we view causality has become an important and urgent task.
量子非定域性对因果关系的责难又一次为因果关系的研究注入了新的元素，为我们提供了新的问题和研究素材。
Oppositely, the blame from quantum non-locality to the causality has injected new elements, providing us with new problems and research material.
这里我们需特别指出的是在计算非定域的四夸克凝聚时以往经常采用的朴素的真空饱和假定不再是一个好的近似。
In particular, we have found that even at the mean field level the naive vacuum saturation approximation is not a good approximation when we consider nonlocal four quark condensate.
场的相互作用大多都是非定域，这种非定域性也可以看作是对场以及场的质量做了某种特殊的“类重整化”修正。
The action of them are almost all nonlocal, and this kind of nonlocal property can be understood as some kind of "renormalization" of field and the mass of field.
本周刊登在《科学》杂志上的一项新研究，便讨论了量子理论中两个最重要也是最令人费解的性质：海森伯格的不确定性原理和非定域性。
The new research, published this week in the journal Science, deals with two of the theory's most important and mind-bending properties: Heisenberg's Uncertainty Principle and nonlocality.
阐释了退相干解释的纲领，并在退相干解释纲领下，分析了经典世界中的定域性和量子力学中的非充分决定论的因果关系。
This paper explains the programme of decoherence. And under the programme of decoherence, it also analyzes the locality in the classical world and causation without determinism in quantum mechanics.
在流体域的动网格上，通过求解非定常的雷诺平均N - S方程，计算出翼型表面的非定常气动力。
In the aerodynamics domain, the time-dependant aerodynamic force on the surface of the airfoil is computed by solving the unsteady Reynolds averaged Navier-Stokes equation.
在流体域的动网格上，通过求解非定常的雷诺平均N - S方程，计算出翼型表面的非定常气动力。
In the aerodynamics domain, the time-dependant aerodynamic force on the surface of the airfoil is computed by solving the unsteady Reynolds averaged Navier-Stokes equation.
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