On the Interaction of a printed PIFA with Human Body

碩士 === 元智大學 === 通訊工程學系 === 100 === The interaction of a 2.4GHz printed inverted-F antenna (IFA) and human body is studied in this thesis. The human body effects on the IFA are simulated by using the MRI-based Brooks human model and the FDTD-based software, XFDTD. The IFA is placed in front of the hu...

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Main Authors: Po-Kai Huang, 黃勃凱
Other Authors: Yao-ChiangKan
Format: Others
Language:zh-TW
Online Access:http://ndltd.ncl.edu.tw/handle/51811795462710129992
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spelling ndltd-TW-100YZU056500072015-10-13T21:33:09Z http://ndltd.ncl.edu.tw/handle/51811795462710129992 On the Interaction of a printed PIFA with Human Body 人體與印刷式倒F型天線之交互效應研究 Po-Kai Huang 黃勃凱 碩士 元智大學 通訊工程學系 100 The interaction of a 2.4GHz printed inverted-F antenna (IFA) and human body is studied in this thesis. The human body effects on the IFA are simulated by using the MRI-based Brooks human model and the FDTD-based software, XFDTD. The IFA is placed in front of the human right chest at different distances: 40, 30, 24, 20, 16, 12, 8, and 4mm. The return loss, bandwidth, and radiation patterns are simulated, measured, and compared. Note that distance of 30mm is about fourth of the wavelength at 2.45GHz. During the simulation, the MRI-based human model results in huge memory consumption and several days running time. In order to simplify the simulation and find the distribution of electromagnetic (EM) field inside the human body, the wave matrix method with a multi-layer tissue is proposed to calculate the EM filed. The Matlab program implementing the wave matrix is verified by comparing the results of the EM wave incident normally on a three-layer material. Then the electric field in 1-D multi-layer human body tissue is calculated with wave matrix. The result is compared to that of 3-D head model in XFDTD and good agreement is observed. Therefore, this simpler wave matrix method can be applied to estimate the EM filed inside the human body without complicate calculation in full-wave EM simulation software. Yao-ChiangKan 甘堯江 學位論文 ; thesis 65 zh-TW
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description 碩士 === 元智大學 === 通訊工程學系 === 100 === The interaction of a 2.4GHz printed inverted-F antenna (IFA) and human body is studied in this thesis. The human body effects on the IFA are simulated by using the MRI-based Brooks human model and the FDTD-based software, XFDTD. The IFA is placed in front of the human right chest at different distances: 40, 30, 24, 20, 16, 12, 8, and 4mm. The return loss, bandwidth, and radiation patterns are simulated, measured, and compared. Note that distance of 30mm is about fourth of the wavelength at 2.45GHz. During the simulation, the MRI-based human model results in huge memory consumption and several days running time. In order to simplify the simulation and find the distribution of electromagnetic (EM) field inside the human body, the wave matrix method with a multi-layer tissue is proposed to calculate the EM filed. The Matlab program implementing the wave matrix is verified by comparing the results of the EM wave incident normally on a three-layer material. Then the electric field in 1-D multi-layer human body tissue is calculated with wave matrix. The result is compared to that of 3-D head model in XFDTD and good agreement is observed. Therefore, this simpler wave matrix method can be applied to estimate the EM filed inside the human body without complicate calculation in full-wave EM simulation software.
author2 Yao-ChiangKan
author_facet Yao-ChiangKan
Po-Kai Huang
黃勃凱
author Po-Kai Huang
黃勃凱
spellingShingle Po-Kai Huang
黃勃凱
On the Interaction of a printed PIFA with Human Body
author_sort Po-Kai Huang
title On the Interaction of a printed PIFA with Human Body
title_short On the Interaction of a printed PIFA with Human Body
title_full On the Interaction of a printed PIFA with Human Body
title_fullStr On the Interaction of a printed PIFA with Human Body
title_full_unstemmed On the Interaction of a printed PIFA with Human Body
title_sort on the interaction of a printed pifa with human body
url http://ndltd.ncl.edu.tw/handle/51811795462710129992
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