1)  Ward identities
非定域
1.
Based on the phase-space generating functional of Green function, the canonicalWard identities for non-local transformation have been derived.
基于相空间Green函数的生成泛函,导出了非定域变换下正则形式的Ward恒等式。
2)  nonlocal potential
非定域位
1.
Based on the chiral SU(3) quark model,the result basically agree with the experiments and other methods data by using the nonlocal potential.
在手征SU(3)夸克模型基础上,用共振群方法,给出ΛN相互作用的非定域位,并用于轻超核5ΛHe的结合能的计算,得到了与实验和其他方法相近的结果。
2.
We give the nonlocal potentials of ΛN interactions in the frame of the Resonation Group Method.
将轻超核考虑成一个壳心核加上一个粒子的两集团结构,基本的YN相互作用取自于组分夸克模型,采用共振群方法,给出了ΛN相互作用的非定域位,用Kohn Hulth啨n Kato变分法,计算了轻超核5ΛHe的Λ超子的结合能。
3)  nonlocality
非定域性
1.
Quantum nonlocality and entanglement for a two-mode squeezed vacuum state in a phase damping channel;
双模真空压缩态在相阻尼情况下的量子纠缠与非定域性(英文)
2.
Summarization and review:Bell-type space nonlocality;
Bell型空间非定域性研究现状与展望
3.
There is a set of orthogonal product states in a two-qubit three-state quantum system which can show nonlocality.
基于量子密钥分配协议是目前实现密钥分配最安全的方法,两个三态量子位组成的复合系统中存在一组正交直积态,它可以表现出非定域性。
4)  nonlocal potential
非定域势
1.
In the first place, this paper briefly summarizes development process of the hypernuclei physics and current research achievement, secondly followed by respectively illustrating the chiral SU(3) quark model、the Resonating Group Method (RGM) and how to extract the Y-N interactions’nonlocal potential .
本论文首先简要介绍了超核物理的发展历史及研究现状,接着分别介绍了手征SU(3)夸克模型、共振群方法(RGM)和Y-N(超子-核子)相互作用非定域势的抽取,在此基础上介绍了作者的主要工作:在谐振子基下,使用少体理论和非定域势研究Λ3 H ,Λ4H,Λ4He的基态结合能。
5)  nonlocality
非定域度
1.
Based on the fundamental principle of entanglement as well as the widely acknowledged views in the literature, this paper defined entanglement from different respects,presented an explicit explanation to the measurement of two-particle system entangled pure state, and worked out the nonlocality and .
本文从纠缠态的基本概念出发,结合文献中普遍认同的观点从不同的角度给了纠缠态确切的定义,对二粒子体系的纠缠纯态的定量化进行了明确的阐述,并推算了纯态下的非定域度和纠缠度。
6)  non-localized
非定域的
参考词条
补充资料:非定域吸附
分子式:
CAS号:

性质:当固体催化剂表面上能量变动很小,以致能量不随表面区域变化,因而没有吸附中心,到处都可以吸附。非定域吸附时,由于没有能垒,吸附粒子可以移动。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。