2015 IEEE Wireless Communications and Networking Conference (WCNC) 2015
DOI: 10.1109/wcnc.2015.7127728
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Optimization of energy efficient relay position for galvanic coupled intra-body communication

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Cited by 2 publications
(3 citation statements)
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“…The simplicity of the electric circuit body models in order to obtain useful analytic expressions for body attenuation justifies their use to guide the design of IBC transceivers and systems. Compared with numerical models, which usually present high computational cost, the electric circuit body models offer a compromise between [7] formed by eight capacitances to emulate the capacitive couplings between the body and the external ground, models have evolved towards complex RC networks emulating different tissue layers at both longitudinal and transversal directions [38][39][40], thus taking into account the frequency-dependent dielectric properties of tissues [34,46], the cross-impedances between TX and RX electrodes [33], the output and input resistance of the TX and RX device [36], and so forth. Electromagnetic models, both analytic and computational approaches, have attracted more and more the attention of IBC researchers giving rise to a variety of models ranging from simple geometries such as plane, cylinder, and parallelepiped, which emulate parts of the body such as limbs and trunk [9,41,46], to models based on the anatomy of the arm and the whole human body [42,50].…”
Section: Phantom Modelsmentioning
confidence: 99%
“…The simplicity of the electric circuit body models in order to obtain useful analytic expressions for body attenuation justifies their use to guide the design of IBC transceivers and systems. Compared with numerical models, which usually present high computational cost, the electric circuit body models offer a compromise between [7] formed by eight capacitances to emulate the capacitive couplings between the body and the external ground, models have evolved towards complex RC networks emulating different tissue layers at both longitudinal and transversal directions [38][39][40], thus taking into account the frequency-dependent dielectric properties of tissues [34,46], the cross-impedances between TX and RX electrodes [33], the output and input resistance of the TX and RX device [36], and so forth. Electromagnetic models, both analytic and computational approaches, have attracted more and more the attention of IBC researchers giving rise to a variety of models ranging from simple geometries such as plane, cylinder, and parallelepiped, which emulate parts of the body such as limbs and trunk [9,41,46], to models based on the anatomy of the arm and the whole human body [42,50].…”
Section: Phantom Modelsmentioning
confidence: 99%
“…Grid size estimation: Larger clusters (i.e., with higher (|C k |)) require longer average link lengths, consuming more P t, while smaller clusters increase the number of clusters K. In addition, the clusters should also satisfy the link length condition in (9). We use the unit-cuboid grids to identify the clusters of right size while separating the nodes by a maximum threshold distance of Λ th k =min(Λ th S−S , Λ th M −S ).…”
Section: Gc-ibn Cluster Topology Designmentioning
confidence: 99%
“…This ensures lower energy consumption for the implants, but imposes constraints on the number of nodes connected to relays. Finally, earlier works on relay positioning for onsurface nodes are not suitable for implants [9], which makes the current problem scenario novel.…”
Section: Background and Motivationmentioning
confidence: 99%