摘要
应用 WKB方法计算了圆柱金属体中带电粒子在外磁场中磁性的量子尺寸效应 .结果表明 ,金属圆柱体半径越小 ,带电粒子的抗磁性越强 ,当金属圆柱体半径为 1 0 0 nm左右时 ,其抗磁性是 Landau抗磁性的 1 0 4~ 1 0 6倍 .另外 ,当金属圆柱体的半径比最大抗磁性半径还小时 ,带电粒子的抗磁性有振荡行为 .
WT5”BZ]The energies and the magnetization of an electron in a metal cylinder in a magnetic field, at high temperature, and in range of quantum size of the cylindrical radius have been obtained by the WKB method. The results show that the smaller the cylindrical radius of the metal is, the stronger the diamagnetism is, and approximately, in the range of 100nm, the diamagnetism reaches its maximum and is stronger 10 4~10 6 times than that of Landau's. Otherwise, we find a vibration of the magnetization of the system when the metal cylindrical radius becomes smaller than that value corresponding to the maximum diamagnetism.
出处
《华中师范大学学报(自然科学版)》
CAS
CSCD
北大核心
2000年第3期277-280,290,共5页
Journal of Central China Normal University:Natural Sciences
基金
The work for this paper was supported by the National Natural Science Foundation of China under Grant No. 5960 2 0 0 4