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Calculation of averaged collision strength of magnesium for non-Maxwellian distributions in plasma

机译:血浆中非最大世界分布镁平均碰撞强度的计算

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In this paper, kappa and Druyvesteyn distributions of electronic velocity are discussed for non-Maxwellian distribution. For accurate temperature and electron density diagnostics of Magnesium plasma, for the Magnesium VIII P-2(1/2)0 to P-2(3/2)0 transitions, we calculate kappa averaged collision strengths for kappa = 2, 3 and 5 and the Druyvesteyn averaged collision strengths for x = 1.5, 2 and 3, for temperature between 5 x 10(4) and 2.5 x 10(5) K. Results indicate that the kappa averaged collision strengths are slightly larger than those for the Maxwellian distribution, and the Druyvesteyn averaged collision strengths are slightly smaller than those for the Maxwellian distribution, furthermore, the averaged collision strengths will be close to those for Maxwellian distribution with increasing kappa for the kappa distribution and with decreasing x for the Druyvesteyn distribution. The excitation rate coefficients are also calculated for Maxwellian and non-Maxwellian distributions. This discussion will be significant in study of plasma for the non-Maxwellian distribution.
机译:本文讨论了非最大威斯韦尔分布的κ和Druyvesteyn电子速度的分布。对于镁等离子体的精确温度和电子密度诊断,对于镁VIII P-2(1/2)0至p-2(3/2)0转变,我们计算Kappa = 2,3和5的Kappa平均碰撞强度并且德鲁伊VISTENN平均碰撞强度为X = 1.5,2和3,温度为5×10(4)和2.5×10(5)K.结果表明,Kappa平均碰撞强度略大于Maxwell分布的碰撞此外,Druyvesteyn平均碰撞强度略小于最大威尔人分布的碰撞强度,此外,平均碰撞强度将接近MaxWellian分布的碰撞强度,随着κPappa分布的增加,XAPPA分布减少X.对于Maxwellian和非最大威斯韦地区分布,还计算激励率系数。该讨论在对非最大世界分布的血浆研究中将是显着的。

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