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Analysis of three-spacecraft data using planar reciprocal vectors: methodological framework and spatial gradient estimation

机译:使用平面倒数矢量分析三颗航天器数据:方法框架和空间梯度估计

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In the context of ESA's Cluster mission, four-point array techniques are widely used to analyze space plasma phenomena such as shocks and discontinuities, waves and turbulence, and spatial gradients. Due to failures of single instruments on the Cluster spacecraft fleet, there is also need for array processing of three-point measurements. In this paper we identify planar reciprocal vectors as a generic tool for this purpose. The class of three-point techniques introduced here includes methods for discontinuity analysis, wave identification, and spatial gradient determination. Parameter vectors can be resolved fully in the spacecraft plane but further assumptions or physical constraints have to be specified to estimate the normal components. We focus on the gradient estimation problem where we check and illustrate our approach using Cluster measurements.
机译:在ESA的“群集”任务中,四点阵列技术被广泛用于分析空间等离子体现象,例如冲击和不连续性,波和湍流以及空间梯度。由于机群航天器舰队上单个仪器的故障,还需要对三点测量进行阵列处理。在本文中,我们将平面倒数矢量确定为通用工具。此处介绍的三点技术类别包括用于不连续性分析,波识别和空间梯度确定的方法。可以在航天器平面上完全解析参数向量,但是必须指定进一步的假设或物理约束来估计正常分量。我们专注于梯度估计问题,在此我们使用聚类测量来检查和说明我们的方法。

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