生物医学通信短距离无线链路预算的电磁计算

Ilkyu Kim
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引用次数: 1

摘要

生物医学监测成像系统需要通过近距离通信传输数据和电能,放置在近场区域的大型天线之间的干扰成为设计整个系统的重要考虑因素。对于近距离通信,电磁计算变得更加复杂,需要大量的计算资源。可用于近距离通信的有效数值方法有:(1)带校正项的弗里斯公式和(2)积分耦合公式。这两个公式在使用远场增益方向图计算近距离链路预算方面是相似的。两个天线之间的通信链路的范围可以定义为无功近场,辐射近场,包括菲涅耳区,远场区,按最近距离排序。带校正项的Friis公式可用于菲涅耳区简单的轴上天线位移。积分耦合公式可以灵活地计算整个辐射近场和远场区域内不同天线几何形状的相互耦合。用几个近距离通信和干扰的算例对这两种方法进行了评价,并通过室内测量对计算结果的有效性进行了评价。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Electromagnetic Computation of the Short-range Wireless Linkbuget for Biomedical Communication
The biomedical monitoring and imaging system requires data and power transmission through short-range communication, and the interference between large antennas placed within near-field region becomes the important consideration in designing an entire system. For the short-range communication, the electromagnetic computation becomes more complex, which requires huge computational resources. The efficient numerical methods that can be used in short-range communication are (1) Friis formula with correction term and (2) integral coupling formula. Both formulas are similar in an aspect that far-field gain pattern is used to calculate the link budget in a short range. The range of the communication link between two antennas can be defined as reactive near- field, radiating near-field including Fresnel region, a far-field region in the order of nearest distance. Friis formula with correction term can be useful for the simple on-axis antenna displacement in Fresnel region. The integral coupling formula is flexible to compute the mutual coupling of diverse antenna geometries within an entire radiating near-field and a far-field region. Those two methods are evaluated using several exam-ples of short-range communication and interference, and indoor measurement evalu- ates the validity of the calculated results.
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