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Deduction of the quantum unmbers of low-lying states of the (e+e+e-e-) system from symmetry consideration

机译：（e + e + e-e-）低位状态量子数的推导系统来自对称性考虑

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摘要

The feature of the low-lying spectrum and a complete set of quantum numbersof the (e+e+e-e-) system have been deduced based on symmetry consideration. Theexistence of a low odd-parity L=1 excited state with the spins of the twoelectrons coupled to s1=1 and the two positrons coupled to s2=0 (or s1=0 ands2=1) and a low even-parity L=0 excited state with s1=s2=1 have been predicted.The discussion is generalized to 2-dimensional (e+e+e-e-) systems.

机译：基于对称性考虑，推导了低层光谱的特征和（e + e + e-e-）系统的完整量子数集。低奇数奇偶性L = 1激发态的存在，其中两个电子的自旋耦合到s1 = 1，两个正电子耦合到s2 = 0（或s1 = 0和s2 = 1），而低偶数奇偶性L = 0预测了s1 = s2 = 1的激发态。讨论被推广到二维（e + e + ee-）系统。

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作者
Bao, C. G.;
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年度 1998
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原文格式 PDF
正文语种 {"code":"en","name":"English","id":9}
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专利

1. Deduction of the quantum numbers of low-lying states of the (e(+)e(+)e(-)e(-)) system from symmetry consideration [J] . Bao CG. Physics Letters, A . 1998 ,第4期

机译：从对称性考虑推导（e（+）e（+）e（-）e（-））系统低能态的量子数
2. Deduction of the quantum numbers of low-lying states of 4-nucleon systems based on symmetry [J] . Bao CG. Nuclear Physics, A: Journal Devoted to the Experimental Study of the Fundamental Constituents of Matter and Their Actions . 1998 ,第4期

机译：基于对称性推论四核系统低能态的量子数
3. Qualitative feature of the low-lying intrashell states of 4-valence-electron atoms derived from symmetry consideration [J] . Bao CG. Physics Letters, A . 1998 ,第1a3期

机译：基于对称性考虑的4价电子原子低能级壳内态的定性特征
4. An Automated Deduction of the Equivalence of Symmetry of Commutativity and the Orthomodular Law in Quantum Logic [C] . Jack K. Horner International Conference on Foundations of Computer Science . 2012

机译：一种自动扣除汇流对称对称的对称性和矫正法律
5. Some properties for the low-lying spectrum of the ferromagnetic, quantum XXZ spin system. [D] . Starr, Shannon Lee. 2001

机译：铁磁量子XXZ自旋系统低能谱的一些性质。
6. Time-Reversal Symmetry and Arrow of Time in Quantum Mechanics of Open Systems [O] . Naomichi Hatano, Gonzalo Ordonez 2019

机译：开放系统量子力学时的时间反转对称与时间箭头
7. Deduction of the quantum numbers of low-lying states of the $(e^{+}e^{+}e^{-}e^{-})$ system from symmetry consideration [O] . Bao, C G 1998

机译：从对称性考虑推导$（e ^ {+} e ^ {+} e ^ {-} e ^ {-}）$系统的低态态的量子数

Deduction of the quantum unmbers of low-lying states of the (e+e+e-e-) system from symmetry consideration

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