Computationally Efficient Impact Estimation of Coil Misalignment for Magnet-Free Cochlear Implants

A cochlear implant (CI) system holds two spiral coils, one external and one implanted. These coils are used to transmit both data and power. A magnet at the center of the coils ensures proper alignment to assure the highest coupling. However, when the recipient needs a magnetic resonance imaging (MRI) scan, this magnet can cause problems due to the high magnetic field of such a scan. Therefore, a new type of implant without magnets would be beneficial and even supersede the current state of the art of hearing implants. To examine the feasibility of magnet-free cochlear implants, this research studies the impact of coil misalignment on the inductive coupling between the coils and thus the power and data transfer. Rather than using time-consuming finite element analysis (FEA), MATLAB is used to examine the impact of lateral, vertical and angular misalignment on the coupling coefficient using derivations of Neumann's equation. The MATLAB model is verified with FEA software with a median 8% relative error on the coupling coefficient for various misalignments, ensuring that it can be used to study the feasibility of various magnet-free implants and wireless power and data transmission systems in general. In the case of cochlear implants, the results show that by taking patient and technology constraints like skinflap thickness and mechanical design dimensions into account, the mean error can even be reduced to below 5% and magnet-free cochlear implants can be feasible.

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Publication Details

Journal
Sensors
Published
2025-07-13
DOI
https://doi.org/10.3390/s25144379
Primary Topic
Wireless Power Transfer Systems
Type
article
Field-Weighted Citation Impact
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article

Computationally Efficient Impact Estimation of Coil Misalignment for Magnet-Free Cochlear Implants

Liesbet Van der Perre, Lieven De Strycker, Sam Boeckx, Pieterjan Polfliet
Sensors
Wireless Power Transfer Systems
article

Computationally Efficient Impact Estimation of Coil Misalignment for Magnet-Free Cochlear Implants

Liesbet Van der Perre, Lieven De Strycker, Sam Boeckx, Pieterjan Polfliet
article en

Abstract

A cochlear implant (CI) system holds two spiral coils, one external and one implanted. These coils are used to transmit both data and power. A magnet at the center of the coils ensures proper alignment to assure the highest coupling. However, when the recipient needs a magnetic resonance imaging (MRI) scan, this magnet can cause problems due to the high magnetic field of such a scan. Therefore, a new type of implant without magnets would be beneficial and even supersede the current state of the art of hearing implants. To examine the feasibility of magnet-free cochlear implants, this research studies the impact of coil misalignment on the inductive coupling between the coils and thus the power and data transfer. Rather than using time-consuming finite element analysis (FEA), MATLAB is used to examine the impact of lateral, vertical and angular misalignment on the coupling coefficient using derivations of Neumann's equation. The MATLAB model is verified with FEA software with a median 8% relative error on the coupling coefficient for various misalignments, ensuring that it can be used to study the feasibility of various magnet-free implants and wireless power and data transmission systems in general. In the case of cochlear implants, the results show that by taking patient and technology constraints like skinflap thickness and mechanical design dimensions into account, the mean error can even be reduced to below 5% and magnet-free cochlear implants can be feasible.

SensorsVol. 25(14)
Cochlear (Australia) (AU), HOGENT University of Applied Sciences and Arts (BE), Ghent University (BE)
Agentschap Innoveren en Ondernemen, Vlaamse regering
Openalex Percentile: Top 85%
Wireless Power Transfer Systems
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Computationally Efficient Impact Estimation of Coil Misalignment for Magnet-Free Cochlear Implants — Liesbet Van der Perre, Lieven De Strycker, et al. · Sensors (2025) | TGRS Research Map | TGRS