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An Expanded Approach to Spherical Near-Field Uncertainty Analysis

机译:一种扩展的球面近场不确定性分析方法

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We at MI Technologies have employed the Hansen error analysis developed at the Technical University of Denmark (TUD), as a starting point for new system layouts. Here I expand it in two ways: the approach to mechanical errors, and the approach to system design. I offer an alternative approach to the analysis of mechanical uncertainties. This alternative approach is based upon an earlier treatment of spherical coordinate positioning analysis for far-field ranges. The result is an appropriate extension of the TUD uncertainty analysis. Also, the TUD error analysis restricts its attention to three categories of errors: mechanical inaccuracies and receiver inaccuracies and truncation effects. An error analysis for a spherical measurement system should desirably contain entries equivalent to the 18-term NIST table for planar near-field. In this paper, I offer such an extended tabulation for spherical measurements.
机译:我们在MI Technologies聘用了在丹麦技术大学(TUD)开发的汉森误差分析,作为新系统布局的起点。在这里,我以两种方式扩展:机械误差的方法,以及系统设计的方法。我提供了替代方法来分析机械不确定性。这种替代方法基于对远场范围的较早处理球形坐标定位分析。结果是Tud不确定性分析的适当延伸。此外,TUD错误分析限制了它对三类错误的注意:机械不准确和接收器不准确和截断效果。球形测量系统的误差分析应该理想地包含与平面近场的18阶NIST表相当的条目。在本文中,我为球面测量提供了这种扩展的制表。

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