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Accuracy Enhancement In Probe Registration Of Anisotropic Charged Particles Distribution Functions In Plasma: Analysis Of Systematic Errors

机译:等离子体中各向异性带电粒子分布函数的探针配准精度的提高:系统误差的分析

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. Analytical relations between plasma parameters and the necessary quantity of series terms were attained for the ion distribution function when anisotropy was produced through the presence of an electric field in plasma. It was proven that ten terms of the series appear to be sufficient for its accurate description except for powerful fields. The technique of spline test data interpolation for strongly pronounced anisotropic distribution functions of charged particles is proposed. The technique passed an evaluation procedure; as a result, it was verified and confirmed that this method considerably reduced the systematic error at the given quantity of series terms. Experiments with frequently occurring real plasma objects with 'mirror symmetry' (in comparison with the most common cases of asymmetry) provide evidence that at a fixed quantity of Legendre's series terms for the distribution function, the number of the necessary probe positions decrease two-fold.
机译:。当通过在等离子体中存在电场而产生各向异性时,获得了等离子体参数与必要数量的系列项之间的分析关系,以实现离子分布函数。事实证明,除了强大的领域外,该系列的十个术语似乎足以对其进行准确的描述。提出了样条测试数据插值技术,用于带电粒子的强各向异性各向异性分布函数。该技术通过了评估程序。结果,证实并确认了该方法在给定数量的序列项下大大降低了系统误差。对具有“镜面对称性”(与最常见的不对称情况相比)的频繁发生的真实等离子体物体进行的实验提供了证据,表明在固定数量的勒让德级数分布函数项下,必要的探针位置数量减少了两倍。

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