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首页> 外文期刊>Russian journal of physical chemistry, B. >Effect of the spatial and temporal distribution of molecular ions in the ionospheric E-field on the behavior of N (m) F2 during the geomagnetic storm of March 17-23, 2015
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Effect of the spatial and temporal distribution of molecular ions in the ionospheric E-field on the behavior of N (m) F2 during the geomagnetic storm of March 17-23, 2015

机译:电离层e场中分子离子的空间和时间分布对2015年3月17日至2005年3月17日至2005年3月17日的N(m)F2的影响

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摘要

We consider different approaches to calculating the ion composition in the lower ionosphere and use two methods for modeling the concentration of molecular ions. The first method allows us to solve an equation with an effective recombination coefficient for the total concentration of molecular ions, and the second method calculates their concentrations separately. Numerical experiments were performed using a global self-consistent model of the thermosphere, ionosphere, and protonosphere (GSM TIP) for the conditions of March 16-20, 2015. We show that the second method, which provides a more accurate approximation, leads to significant consequences. Due to a strong change in the calculated concentration of ions in the E-region, the conductivity varies thus affecting the qualitative and quantitative behavior of the electric dynamo field at low and equatorial latitudes. Even without mesospheric tides and the electric dynamo field in the F-region, the calculation of partial concentrations of molecular ions makes it possible to qualitatively reproduce the outburst of the eastern electric field observed at the geomagnetic equator and in its low-latitude vicinity. During geomagnetic disturbances, a more accurate approximation leads to significant changes in the pattern of electron density perturbations at the heights of the ionospheric F-region in comparison with that obtained with the calculated total concentration of molecular ions.
机译:我们认为不同的方法来计算较低电离层中的离子组合物,并使用两种模拟分子离子浓度的方法。第一种方法允许我们用有效的重组系数来解决分子离子的总浓度的等式,第二种方法分别计算它们的浓度。使用全球自我一致模型进行数值实验,用于在2015年3月16日至2015年3月16日至20日的条件下进行全球自我一致模型。我们表明第二种方法提供了更准确的近似,导致重大后果。由于电子区域中的离子浓度的强大变化,导电性变化因此影响了低和赤纬纬度的电动发电机场的定性和定量行为。即使没有Mesomacher潮汐和F区域的电动发电机场,部分浓度的分子离子的计算也使得可以定性地再现在地磁赤道和低纬度附近观察到的东部电场的爆发。在地磁干扰期间,与用计算的分子离子的总浓度获得的相比,更精确的近似导致电离层F区的高度的电子密度扰动模式的显着变化。

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