Wearable Tri-Band Antenna at 2.4/3.8/5 GHz in HFSS

Wearable Tri-Band Antenna at 2.4/3.8/5 GHz in HFSS
MatlabSourceCode Research Desk
September 2026
HFSS / Wearable Antennas • Research Guide

Wearable antennas must maintain multiband operation when placed near lossy body tissue and when bent, while controlling detuning, efficiency loss and specific absorption rate.

Three bands, three tuning mechanisms

A tri-band wearable design is easier to optimize when the geometric feature controlling each resonance is identified. Parametric current-path analysis can separate the 2.4, 3.8 and 5 GHz tuning mechanisms.

Body loading changes the antenna

Human tissue is lossy and dispersive. A free-space match can shift significantly when the antenna is placed close to a body phantom, so the research model should include documented tissue properties and spacing.

Bending is a real design variable

Wearable antennas should be checked at multiple bend radii or orientations. Report detuning, efficiency and pattern changes rather than only showing that the solver converged on a curved geometry.

SAR and radiation performance

SAR, realized gain and radiation efficiency must be interpreted together. Define input-power normalization and phantom assumptions clearly so the results can be reproduced.

Research extensions

AMC/EBG backing, flexible materials, MIMO diversity and robust optimization against tissue/manufacturing variation are strong next-step topics.

Need this topic implemented or customized?

Share your project title, abstract or base paper, preferred software version and required plots. The existing video project can be reviewed as a baseline and extended around a measurable research objective.

Topic FAQs
Frequently asked questions
The project is modeled primarily in ANSYS HFSS. The exact release, material data, solver options and result reports should be kept consistent for reproducible research.
Report the core physical or electrical outputs, a controlled baseline comparison, parameter sensitivity and the assumptions required to reproduce the model. Avoid claiming unverified numerical improvements.
Yes. A stronger extension should define a measurable research gap, a reproducible baseline, a proposed change and validation metrics rather than changing geometry or controller parameters without a hypothesis.
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