首页> 外文期刊>Journal of Geophysical Research. Biogeosciences >Analysis of electron auroras based on the Monte Carlo method: Application to active electron are auroras observed by the sounding rocket as Syowa Station
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Analysis of electron auroras based on the Monte Carlo method: Application to active electron are auroras observed by the sounding rocket as Syowa Station

机译:基于蒙特卡罗方法的电子极光的分析:探空火箭在Syowa站观测到的活性电子是极光

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摘要

A downward electron differential number flux, the absolute photoemission rate for the (0, 1) band of the first negative band system of the molecular nitrogen ion, and the number density of thermal electrons were simultaneously measured by the sounding rocket S-310JA-8 launched toward active auroral arcs at a substorm expansion phase on April 4, 1984, from Syowa Station in Antarctica. We apply the Monte Carlo method to analyze these observed results. The MSIS-86 model is employed to represent the atmospheric number density and temperature in the aurora observed by this experiment. Only N_2, O, and O_2 are taken into account as constituent elements of the atmosphere. Electrons are injected downward into the upper atmosphere at the altitude of 2-km, at which the downward electron differential number flux was measured. An initial electron energy is considered in the range of 0.1-18 keV. It is assumed that an initial pitch angle is uniformly distributed in the range of [0, #pi#/2]. Excitation and ionization rates of N_2, O, and O_2 are calculated as a function of altitude, the initial pitch angle, and the initial electron energy. Production and emission rates of the N_2~+ 1N (0, 1) band are deduced by using these calculated rates. Time variation of the observed absolute intensity of this band is reasonably well reproduced by the Monte Carlo method combined with the measured electron number flux.
机译:通过探空火箭S-310JA-8同时测量向下的电子差分数通量,分子氮离子的第一个负带系统的(0,1)带的绝对光发射率和热电子的数量密度1984年4月4日,从南极洲Syowa站向活跃的极光弧发射。我们应用蒙特卡洛方法来分析这些观察到的结果。 MSIS-86模型用于表示通过该实验观察到的极光中的大气数密度和温度。仅考虑N_2,O和O_2作为大气的组成元素。将电子向下注入2 km的高空大气中,在该处测量了向下的电子微分数通量。初始电子能量被认为在0.1-18keV的范围内。假设初始俯仰角均匀地分布在[0,#pi#/ 2]的范围内。计算N_2,O和O_2的激发和电离速率与高度,初始俯仰角和初始电子能量的关系。通过使用这些计算出的速率可以推论出N_2〜+ 1N(0,1)波段的产生和发射速率。通过蒙特卡洛方法结合测得的电子数通量,可以很好地再现观察到的该带的绝对强度的时间变化。

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