Area-Averaged Transmitted and Absorbed Power Density on a Realistic Ear Model

IF 3 Q2 ENGINEERING, ELECTRICAL & ELECTRONIC
Ante Lojić Kapetanović;Giulia Sacco;Dragan Poljak;Maxim Zhadobov
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引用次数: 2

Abstract

At millimeter waves (MMW), the current state of research in computational dosimetry is mainly relying on flat-surface tissue-equivalent models to simplify the exposure assessment by disregarding geometrical irregularities characteristic of conformal surfaces on realistic models. However, this can lead to errors in estimation of dosimetric quantities on non-planar body parts with local curvature radii comparable to the wavelength of the incident field. In this study, we address this problem by developing an averaging technique for the assessment of the absorbed power density ( $S_{\text{ab}}$ ) on the anatomically-accurate electromagnetic (EM) model of the human ear. The dosimetric analysis is performed for the plane-wave exposure at 26 and 60 GHz, and the accuracy of the proposed method is verified by using two commercial EM software. Furthermore, we compare the two definitions of $S_{\text{ab}}$ provided in the international guidelines and standards for limiting exposure to EM fields above 6 GHz. Results show marginal relative differences between the obtained values from the two different definitions (within about 6 %) in all considered scenarios. On the other hand, in comparison to flat models, the spatial maximum $S_{\text{ab}}$ on the ear is up to about 20 % larger regardless of definition. These findings demonstrate a promising potential of the proposed method for the assessment of $S_{\text{ab}}$ on surfaces of anatomical models at frequencies upcoming for the 5th generation (5G) wireless networks and beyond
真实耳朵模型上的面积平均发射和吸收功率密度
在毫米波(MMW)中,计算剂量测定的研究现状主要依赖于平面组织等效模型,通过忽略现实模型上共形表面的几何不规则性特征来简化暴露评估。然而,这可能导致局部曲率半径与入射场波长相当的非平面身体部位的剂量测量量的估计误差。在这项研究中,我们通过开发一种平均技术来解决这个问题,该技术用于评估人耳的解剖学精确电磁(EM)模型上的吸收功率密度($S_text{ab}}$)。对26和60GHz的平面波照射进行了剂量分析,并使用两个商业EM软件验证了所提出方法的准确性。此外,我们比较了限制暴露于6 GHz以上EM场的国际指南和标准中提供的$S_{\text{ab}}$的两个定义。结果显示,从两个不同的定义中获得的值之间的边际相对差异(在大约6 %) 在所有考虑的场景中。另一方面,与平面模型相比,耳朵上的空间最大值$S_text{ab}}$高达约20 % 无论定义如何都更大。这些发现证明了所提出的方法在第五代(5G)无线网络及其后的频率下评估解剖模型表面上的$S_
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
5.80
自引率
9.40%
发文量
58
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