1) hidden local gauge invariance
潜藏定域规范不变性
1.
The hidden local gauge invariance in the one-dimensional Heisenberg XXZ model associated with general boundary K matrices is discussed.
本文讨论了与一般的边界Ｋ矩阵相应的ＨｅｉｓｅｎｂｅｒｇＸＸＺ模型的潜藏定域规范不变性。
2) local gauge invariance
定域规范不变性
1.
By means of the action S=∫ t t 1 L d t′=S(x μ) as a function of the coordinates at the upper limit of integration and its uncertainty, the local gauge invariance — ψ is equivalent to ψ′=e -iqα(x μ) ψ is derived.
从拉格朗日函数的不确定性出发，通过作为积分上限的坐标函数之作用量Ｓ＝∫ｔｔ１Ｌｄｔ′＝Ｓ（ｘμ）及其不确定性，得到ψ与ψ′＝ｅ－ｉｑα（ｘμ）ψ等效——定域规范不变性或曰局域对称性。
3) gauge invariance
规范不变性
1.
The derivative expansion method and the gauge invariance;
导数展开法及其规范不变性
2.
The relationship between gauge invariance and the law of charge conservtion;
规范不变性与电荷守恒关系的再讨论
3.
However,the kenetic equations are gauge invariance,so the derivative expansion method must not violate the aguge invariance.
导数展开法是求解非线性方程的一种有效方法 ,但动力论方程是规范不变的 ,要求导数展开法也要不破坏规范不变性 。
4) the gauge invariance
规范不变性
1.
From the point of symmetry of the lag rangian of clasiscal meChanics,and by making use of the gauge invariance,the Maxwell s equations have been derived.
利用其规范不变性推导出麦克斯韦方程组。
2.
A theoretical study and demonstration for Slavnon-Taylor identity in quantum chromodynamics were developed by the gauge invariance and Becchi-Rouet-Stora transformation,and it provided a good tool for the research and proof of the renormalization of non-Abelian gauge theory.
利用规范不变性及Becchi-Rouet-Stora(BRS)变换,对量子色动力学中的Slavnon-Taylor(S-T)恒等式进行理论研究和论证,从而为非阿贝尔规范理论可重整化的理论研究及证明打下基础。
5) local gauge transformation
定域规范变换
1.
Based upon Weyl\'s electromagnetic theory,the paper gives a brief review of the construction of non-integrable phase factor and the theory of local gauge transformation in gauge field theory.
介绍了韦耳在规范场理论的建立、发展与完善过程中所作出的重要贡献及规范场中不可积相位因子与定域规范变换理论的建立过程,并简要介绍了规范场作用的两种不同描述方法。
补充资料：潜藏
1.亦作"潜藏"。 2.隐藏。 3.犹隐居。 4.犹蕴藏。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条