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在等离子体中镁离子谱线MgⅡλ4481?的宽度和位移
引用本文:陈林棠,周同庆.在等离子体中镁离子谱线MgⅡλ4481?的宽度和位移[J].物理学报,1965,21(9):1591-1605.
作者姓名:陈林棠  周同庆
作者单位:复旦大学物理系;复旦大学物理系
摘    要:本工作测量了MgIIλ4481?(32D—42F)在电子数密度为7×1016—3.1×1017电子数/cm3范围内的谱线轮廓和位移。采用振荡型电容放电作为光谱光源。在光源中引入水汽,由测量Hβ谱线宽度来定电子数密度。观测结果指出,Hβ的实验轮廓和Griem-Kolb-Shen的计算结果符合颇好。实验发现MgIIλ4481?谱线向紫方位移,并正比于微观电场的平方;由此定出一个经验上的二级斯塔克效应常数C4=5.0×10-14cm4/sec。该谱线的轮廓宽度和标准微观电场之间也有平方正比的关系。发现在本实验条件范围内,宽度和位移的比值γ/△保持为常数,其值为γ/△=10.4±0.6。由于谱项42D的二级斯塔克效应的干扰而产生上能级42F位移的理论计算虽能说明谱线位移和微观电场间的平方正比关系,但数值偏小于实验结果,指出还有电子贡献的部分。把光谱线的宽度和Lindholm理论公式及Griem等的近似公式作了比较;简单的估计指出,实验结果和后者符合较好。

收稿时间:1964-08-10

WIDTH AND SHIFT OF THE Mg II 4481? LINE FROM A PLASMA SOURCE
CHEN LIN-TANG and CHOW TUNG-CHING.WIDTH AND SHIFT OF THE Mg II 4481? LINE FROM A PLASMA SOURCE[J].Acta Physica Sinica,1965,21(9):1591-1605.
Authors:CHEN LIN-TANG and CHOW TUNG-CHING
Abstract:Line profiles and shifts of the Mg II 4481? line (32D-42F) were measured for a range of electron number densities from 7×1016 to 3.1×1017 clectrons/c.c. An oscillatory condenser discharge was used as a spectroscopic source. Electron-number densities were determined from measured widths of the Hβ line after addition of water vapour to the source. Good fit of the experimental contour of Hβ with the theoretical contour based on Griem-Kolb-Shen's calculation was observed. Experimental shifts toward the violet were measured to be proportion to the square of the normal microfield. An empirical quadratic Stark effect constant C4= 5.0×10-14cm4/sec was determined from these data. The widths of the line profile bear a similar relation with the fields. Ratios of the width to shift, r/△, were found to remain constant in the range of experimental conditions studied. The value is r/△ = 10.4±0.6. Theoretical calculation of the shift of the upper term 42F due to the quadratic Stark effect perturbation of 42D term allows one to explain the quadratic dependence on field, but the values of shift are smaller in comparison with experimental data, indicating an additional contribution by electrons. The widths of the line have been compared with the theoretical formula of Lindholm and Griem et al's approximate formula. Simple estimate shows a better agreement with the latter.
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