检验无芯片RFID测量不确定性影响的局部灵敏度分析和蒙特卡罗模拟——第二部分:多重测量不确定性的考虑

Katelyn Brinker;Reza Zoughi
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引用次数: 2

摘要

测量和响应解码是无芯片射频识别(RFID)领域的一个持续挑战。测量不确定性,包括标签/读取器错位、S参数误差和杂波,可能会导致响应失真,如幅度变化和谐振频率偏移,从而导致二进制代码或传感参数分配不当(即解码)。这项工作旨在使用局部灵敏度分析和蒙特卡罗模拟来充分表征失准、响应参数测量误差(例如,VNA S参数误差)和杂波对无芯片RFID响应的影响,这些响应是在单站设置的近场中测量的。从这种类型的综合表征中,得出了关于标签的识别(ID)和传感能力的结论。虽然在第一部分中检查了基于未对准的不确定性的影响,但在第二部分中,分别检查了$S-{11}$不确定性和基于杂波的不确定性,并与基于未对准不确定性相结合。还提供了一个示例,演示了所提出的标签性能评估框架的应用。
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Local Sensitivity Analysis and Monte Carlo Simulation to Examine the Effects of Chipless RFID Measurement Uncertainties—Part II: Consideration of Multiple Measurement Uncertainties
Measurement and response decoding is an ongoing challenge in the chipless radio-frequency identification (RFID) field. Measurement uncertainties, including tag/reader misalignment, S-parameter error, and clutter, can cause response distortions, such as magnitude changes and resonant frequency shifts, that can lead to the improper assignment of a binary code or sensing parameter (i.e., decoding). This work aims to use local sensitivity analysis and Monte Carlo simulation to fully characterize the effects of misalignment, response parameter measurement error (e.g., VNA S-parameter error), and clutter on chipless RFID responses that are measured in the near-field with a monostatic setup. From this type of comprehensive characterization, conclusions are drawn about the identification (ID) and sensing capabilities of the tags. While the effect of misalignment-based uncertainty was examined in Part I, here in Part II, $S_{11}$ uncertainty and clutter-based uncertainty are examined both individually and in combination with misalignment-based uncertainty. An example, demonstrating the application of the proposed tag performance assessment framework is also provided.
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