Abstract
In recent years, the development of healthcare monitoring devices requires high performance and compact in-body sensor antennas. A normal-mode helical antenna (NMHA) is one of the most suitable candidates that meets the criteria, especially with the ability to achieve high efficiency when the antenna structure is in self-resonant mode. It was reported that when the antenna was placed in a human body, the antenna efficiency was decreased due to the increase of its input resistance (Rin). However, the reason for Rin increase was not clarified. In this paper, the increase of Rin is ensured through experiments and the physical reasons are validated through electromagnetic simulations. In the simulation, the Rin is calculated by placing the NMHA inside a human’s stomach, skin and fat. The dependency of Rin to conductivity (σ) is significant. Through current distribution calculation, it is verified that the reason of the increase in Rin is due to the decrease of antenna current. The effects of Rin to bandwidth (BW) and electrical field are also numerically clarified. Furthermore, by using the fabricated human body phantom, the measured Rin and bandwidth are also obtained. From the good agreement between the measured and simulated results, the condition of Rin increment is clarified.
Highlights
Biotelemetry is defined as the remote detection and measurement of a condition, activity or function relating to a human or animal [1]
The antenna parameters such as the self-resonant structure, input resistance, current distribution, voltage standing wave ratio (VSWR) and bandwidth were analyzed from the simulation results
The D and H will be analyzed in terms of D/λg and H/λg, which are normalized to wavelength in the human body
Summary
Biotelemetry is defined as the remote detection and measurement of a condition, activity or function relating to a human or animal [1]. The self-resonant structures, the effects of material constants to antenna diameters, electric field, magnetic field, input resistance (Rin) and efficiency, and the relations of antenna setting conditions to input impedance and radiation patterns have been. The self-resonant structures, the effects of material constants to antenna diameters, field, magnetic field, input resistance (Rin ) and efficiency, and the relations. In a self-resonant situation, the antenna impedance expression: where εr is the dielectric permittivity of human body part and μo is permeability in free space. As ant = RrD + RrL + Rl shown in Equation (6): In the case of in-body conditions, the input resistance of the body Rin(body) can be expressed as. Rloss(body) represents the additional resistance produced by the conductivity (σ) of a human body
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