The modelling of the action potentials in myelinated nerve fibres
Kert Tamm, Tanel Peets, J\"uri Engelbrecht

TL;DR
This paper develops a detailed mathematical model of action potential propagation in myelinated nerve fibers, building on classical Hodgkin-Huxley parameters, and aims to clarify the effects of myelination on nerve signal transmission.
Contribution
It introduces a two-part modeling approach, with the second part specifically incorporating myelination effects into the nerve pulse propagation model.
Findings
Revised numerical simulations aligned with Hodgkin-Huxley's parameters.
Model successfully captures the influence of myelination on action potential velocity.
Enhanced clarity in presentation for experimental researchers.
Abstract
The initial version of the planned paper has gone through a major revision in 2025. First, the paper ended up growing a bit too long, and as a result of that, we decided to split it into two parts. The first part focuses on the model for the unmyelinated case and its behaviour, and the second part focuses on including the influence of myelination into the model. Second, when the initial version of the manuscript was going through the review process, it became evident that the way the content was presented was somewhat confusing for readers with a background in the experimental side of research into nerve processes. As a result, we went through a major revision, redoing all the numerical simulations with parameters that are closer to what Hodgkin and Huxley used in their classical paper from 1952, where the Hodgkin-Huxley model was initially introduced. The second major change was to…
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Taxonomy
TopicsNeuroscience and Neural Engineering
