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Semi-passive RFID TAGs with double loop antennae arranged as a shifted gate system for stability optimization under delayed electromagnetic interferences

机译:具有双环形天线的半无源RFID TAG作为移位门系统布置,可在延迟电磁干扰下优化稳定性

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In this article, we discuss the crucial subject of Semi-passive RFID TAGs system stability. Semi-passive TAGs with double loop antennae arranged as a shifted gate system for stability optimization under delayed electromagnetic interferences. The double loop antenna is employed due to the fact that it consists of two parallel loops — a primary one and secondary one. We define Vi1(t) and Vi2(t) as the voltages on double loop antennae as a function of time. Vi1(t) is the voltage as a function of time time on the primary loop and Vi2(t) is the voltage as a function of time on the secondary loop. The index (i) stands for the first gate (i=1) and second gate (i=2). Due to electromagnetic interference, there are differences in time delays with respect to gate antenna's first and second loop voltages and voltages derivatives. The delayed voltages are Vi1(t−τ1) and Vi2(t−τ2) respectively (τ1 ≠ τ2) and delayed voltages derivatives are dVi1(t−Δ1)/dt, dVi2(t−Δ2)/dt respectively (Δ1 ≠ Δ2; τ1 ≥ 0; τ2 ≥ 0; Δ1, Δ2 ≥ 0).
机译:在本文中,我们讨论了半无源RFID TAGs系统稳定性的关键主题。具有双环形天线的半无源TAG作为移位门系统布置,可在延迟的电磁干扰下优化稳定性。采用双回路天线是因为它由两个并行回路组成-一个主回路和一个副回路。我们将Vi1(t)和Vi2(t)定义为双环天线上的电压随时间的变化。 Vi1(t)是初级回路上时间的函数电压,Vi2(t)是次级回路上时间的函数电压。索引(i)代表第一门(i = 1)和第二门(i = 2)。由于电磁干扰,相对于门天线的第一和第二环路电压以及电压导数,时间延迟存在差异。延迟电压分别为Vi1(t-τ1)和Vi2(t-τ2)(τ1≠τ2),延迟电压导数分别为dVi1(t-Δ1)/ dt,dVi2(t-Δ2)/ dt(Δ1≠Δ2 ;τ1≥0;τ2≥0;Δ1,Δ2≥0)。

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