RELBTIVISTIC CORRECTJON TO NEUTRON'S STAT1 STICS UNDER A UNIFORR MAGNETIC FIELD (I)—AT ZERO TEMPERATURE

孙宗扬, 张永德, 尹鸿钧, 阮图南

理论物理通讯 ›› 1985, Vol. 4 ›› Issue (6) : 883-891.

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会计学季刊
Quarterly Journal of Accounting
主办单位:
香港中文大学会计学院
上海财经大学会计学院
南京大学商学院会计学系
ISSN: 3006-1415
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理论物理通讯 ›› 1985, Vol. 4 ›› Issue (6) : 883-891.

RELBTIVISTIC CORRECTJON TO NEUTRON'S STAT1 STICS UNDER A UNIFORR MAGNETIC FIELD (I)—AT ZERO TEMPERATURE

  • 孙宗扬, 张永德, 尹鸿钧, 阮图南
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RELBTIVISTIC CORRECTJON TO NEUTRON'S STAT1 STICS UNDER A UNIFORR MAGNETIC FIELD (I)—AT ZERO TEMPERATURE

  • SUN Zong-yang, ZHANG Yong-de, YIN Hong-jun, RUAN Tu-nan
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摘要

The relations between magnetic moment of neutron's system and intensity pf outer uniform magnetic field are obtained by Mellin transforms with which the grand partition function of the system can be evaluated. In this expr&sion a constituont trem is referred to the relativistic effect and the remaining term is the ordinary one which represents,the magnetic moment of neutron's system descrobed by non-relativistic Pauli equation.And the value HC of the magnetic intensity undgr which the magnetic moment of the systemtends to saturation is found.

Abstract

The relations between magnetic moment of neutron's system and intensity pf outer uniform magnetic field are obtained by Mellin transforms with which the grand partition function of the system can be evaluated. In this expr&sion a constituont trem is referred to the relativistic effect and the remaining term is the ordinary one which represents,the magnetic moment of neutron's system descrobed by non-relativistic Pauli equation.And the value HC of the magnetic intensity undgr which the magnetic moment of the systemtends to saturation is found.

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孙宗扬, 张永德, 尹鸿钧, 阮图南. RELBTIVISTIC CORRECTJON TO NEUTRON'S STAT1 STICS UNDER A UNIFORR MAGNETIC FIELD (I)—AT ZERO TEMPERATURE[J]. 理论物理通讯, 1985, 4(6): 883-891
SUN Zong-yang, ZHANG Yong-de, YIN Hong-jun, RUAN Tu-nan. RELBTIVISTIC CORRECTJON TO NEUTRON'S STAT1 STICS UNDER A UNIFORR MAGNETIC FIELD (I)—AT ZERO TEMPERATURE[J]. Communications in Theoretical Physics, 1985, 4(6): 883-891

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