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System Identification and Tuning of Wireless Power Transfer Systems with Multiple Magnetically Coupled Resonators

机译:具有多个磁耦合谐振器的无线电力传输系统的系统识别和调整

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We present a procedure for system identification and tuning of a wireless power transfer (WPT) system with four magnetically coupled resonators, where each resonator consists of a coil and a capacitor bank. The system-identification procedure involves three main steps: 1) individual measurement of the capacitor banks in the system; 2) measurement of the frequency-dependent two-port impedance matrix of the magnetically coupled resonators; and 3) determining the inductance of all coils and their corresponding coupling coefficients using a Bayesian approach. The Bayesian approach involves solving an optimization problem where we minimize the mismatch between the measured and simulated impedance matrix together with a penalization term that incorporates information from a direct measurement procedure of the inductance and losses of the coils. This identification procedure yields an accurate system model which we use to tune the four capacitance values to recover high system-performance and account for, e.g., manufacturing tolerances and coil displacement. For a prototype WPT system, we achieve 3.3~kW power transfer with 91% system efficiency over an air-gap distance of approximately 20~cm.
机译:我们介绍了一种用于系统识别和调整具有四个磁耦合谐振器的无线电力传输(WPT)系统的过程,其中每个谐振器均由一个线圈和一个电容器组组成。系统识别过程包括三个主要步骤:1)对系统中电容器组的单独测量; 2)测量磁耦合谐振器的频率相关的两端口阻抗矩阵; 3)使用贝叶斯方法确定所有线圈的电感及其相应的耦合系数。贝叶斯方法涉及解决一个优化问题,在该问题中,我们将测得的阻抗矩阵与仿真的阻抗矩阵之间的失配降至最低,并加上一个惩罚项,该惩罚项结合了来自电感和线圈损耗的直接测量过程中的信息。此识别过程会产生一个准确的系统模型,我们将其用于调整四个电容值以恢复高系统性能,并考虑例如制造公差和线圈位移的问题。对于原型WPT系统,我们在大约20〜cm的气隙距离内实现3.3kW的功率传输,系统效率达到91%。

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