Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Acta Physica Sinica

ELECTRON CORRELATION AND MANY一BODY WAVE FUNC-TION OF THE SEMICONDUCTOR INVERSION LAYER

邓容平,蒋维栋,孙恒慧

Published Jan 1, 1989• 0 citations
Publisher

Abstract

摘要 本文运用CBF(correlation basis function) 理论, 由电子间的有效势V_eff_(R) 和电子气的集体振荡行为, 给出准二维电子体系— 半导体反型层中的电子的关联因予U (R), 得到该体系的对关联函数、关联能和多体波函数. Abstract The correlation factor u(R) m the quasi two dimensional system—the inversion layer is obtained with the effective interaction potential V_eff_(R) and the collective oscillation behavior of the electron gas. The pair correlation function the correlation energy and the many-body wave function have been calculated on the basis of the CBF theory. 作者及机构信息 江鸿伟；邵金山；冯伟国；孙鑫 1. 江西师范大学物理系 复旦大学物理系 Authors and contacts 参考文献 施引文献

DOI
10.7498/aps.38.1271

Related papers

ELECTRON CORRELATION AND MANY-BODY WAVE FUNC-TION OF THE SEMICONDUCTOR INVERSION LAYER

Hongwei Wang, Shao Jin-Shan, Wei-Guo Feng +1 more

The correlation factor u(R) m the quasi two dimensional system------the inversion layer is obtained with the effective interaction potential V_(eff) (R) and the collective oscillation behavior of the electron gas The pair correlation function the correlation energy and the many-body wave function have been calculated on the basis of the CBF theory.

Acta Physica Sinica•Jul 8, 2005•1 citation

A new real-space correlated-basis-functions approach for electron correlations of the semiconductor inversion layer

Wei-guo Feng, Hongwei Wang, Xiang Ying Wu

Based on the real-space correlated-basis-functions theory and the collective oscillation behaviour of the electron gas with effective Coulomb interaction, the many-body wavefunction is obtained for the quasi-two-dimensional electron system in the semiconductor inversion layer. The pair-correlation function and the correlation energy of the system have been calculated by the integro-differential method. A comparison with other previous theoretical results is also made. The new theoretical approach and its numerical results show that the pair-correlation functions are definitely positive and satisfy the normalisation condition.

Journal of Physics Condensed Matter•Jul 2, 1990•0 citations

Electron correlation and many-body wave function of semiconductor heterojunction

Wang Hongwei, Feng Weiguo, MAO HUI-MING +1 more

Based on the Correlated-Basis-Functions (CBF) theory, we have obtained the many-body wave function for the quasi-two-dimensional electron system in Al x Ga 1-x As-GaAs heterojunction. The pair-correlation functions g(R) were calculated, and a new method for the calculation of correlation energy was also presented.

Chinese Physics Letters•Aug 1, 1989•0 citations

THE ELECTRON CORRELATION FUNCTION OF QUASI ONE-DIMENSIONAL SYSTEM

FENG WEI-GUO, SUN XIN, 复旦大学物理系,中国科学技术大学结构分析中心开放实验室

For the quasi one-dimensional electron systems with coulomb interaction, the many-body wave function is obtained on the basis of the correlation oscillation behavior of the electron gas, and the electron correlation function g (|z12|) for quasi one-dimensional systems has been calculated in this paper.

Acta Physica Sinica•Jan 1, 1987•2 citations

VARIATIONAL CALCULATION FOR ELECTRON CORRELA-TIONS OF QUASI ONE-DIMENSIONAL SYSTEM

MAO HUI-MING, Shao Jin-Shan, Wang Hongwei +3 more

For the quasi one-dimensional electron systems with coulomb interaction, a new model is presented. The form of effective Coulomb potential is derived. Based on the correlated wave function theory, the many-body wave function is obtained on the basis of the collective oscillation behavior of the electron gas. The pair correlation functions and correlation energies of the different electron densities are obtained. The pair correlation functions obtained in this paper are positive definite and satisfy the normalization condition.

Acta Physica Sinica•Jan 1, 1990•0 citations

B.C.S.超导基态渐近正确性的证明

陶云,孙鑫,周世勋

摘要 Abstract 作者及机构信息 陶云, 孙鑫, 周世勋 1. 复旦大学 Authors and contacts 1. 复旦大学 参考文献 [1] 施引文献

Acta Physica Sinica•Jan 1, 1965•0 citations
摘要 本文运用CBF(correlation basis function) 理论, 由电子间的有效势V_eff_(R) 和电子气的集体振荡行为, 给出准二维电子体系— 半导体反型层中的电子的关联因予U (R), 得到该体系的对关联函数、关联能和多体波函数. Abstract The correlation factor u(R) m the quasi two dimensional system—the inversion layer is obtained with the effective interaction potential V_eff_(R) and the collective oscillation behavior of the electron gas. The pair correlation function the correlation energy and the many-body wave function have been calculated on the basis of the CBF theory. 作者及机构信息 江鸿伟；邵金山；冯伟国；孙鑫 1. 江西师范大学物理系 复旦大学物理系 Authors and contacts 参考文献 施引文献
Based on the real-space correlated-basis-functions theory and the collective oscillation behaviour of the electron gas with effective Coulomb interaction, the many-body wavefunction is obtained for the quasi-two-dimensional electron system in the semiconductor inversion layer. The pair-correlation function and the correlation energy of the system have been calculated by the integro-differential method. A comparison with other previous theoretical results is also made. The new theoretical approach and its numerical results show that the pair-correlation functions are definitely positive and satisfy the normalisation condition.
For the quasi one-dimensional electron systems with coulomb interaction, a new model is presented. The form of effective Coulomb potential is derived. Based on the correlated wave function theory, the many-body wave function is obtained on the basis of the collective oscillation behavior of the electron gas. The pair correlation functions and correlation energies of the different electron densities are obtained. The pair correlation functions obtained in this paper are positive definite and satisfy the normalization condition.