斯塔克线形的动力学方程

J. Rosato, H. Capes, Y. Marandet, A. Mekkaoui, R. Stamm
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引用次数: 3

摘要

Bogoliubov-Born-Green-Kirkwood-Yvon (BBGKY)形式主义在等离子体光谱学框架下被重新审视。我们通过使用动力学输运方程来解决斯塔克线形建模的问题。在这些方程的最简化处理中,忽略了发射器和扰动带电粒子之间的三重关联,得到了斯塔克效应的碰撞描述。在这里,我们放宽了这一假设,并使用柯克伍德截断假设对量子算子的推广来保持三重相关性。在等离子体诊断的背景下,对氢谱进行了应用。结果表明,忽略三重相关性会导致线宽的显著高估。
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Kinetic Equations for Stark Line Shapes
The Bogoliubov-Born-Green-Kirkwood-Yvon (BBGKY) formalism is revisited in the framework of plasma spectroscopy. We address the issue of Stark line shape modeling by using kinetic transport equations. In the most simplified treatment of these equations, triple correlations between an emitter and the perturbing charged particles are neglected and a collisional description of Stark effect is obtained. Here we relax this assumption and retain triple correlations using a generalization of the Kirkwood truncature hypothesis to quantum operator. An application to hydrogen lines is done in the context of plasma diagnostic. It is shown that the neglect of triple correlations can lead to a significant overestimate of the line width.
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Transport Theory and Statistical Physics
Transport Theory and Statistical Physics 物理-物理:数学物理
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