The provided computational code is a model of ionic channel dynamics at the nodes of Ranvier in myelinated axons. It simulates the electrical properties and behavior of these nodes by focusing on the key ion channels responsible for generating and propagating action potentials. The model draws upon classical Hodgkin-Huxley formalism, integrating specific ionic currents and their gating kinetics based on McIntyre et al. (2004), thus reflecting the detailed biophysical properties of axonal nodes.
Fast Sodium (Na+) Channels: Responsible for the rapid depolarization phase of the action potential. The model includes two types of sodium currents:
Potassium (K+) Channels: These channels help in repolarizing and stabilizing the membrane potential after an action potential.
Leakage Currents (il): Non-specific passive currents representing ions that leak through the membrane, maintaining baseline membrane potential.
mp
, m
, and h
correspond to the activation and inactivation of Na+ channels.s
corresponds to the activation of K+ channels.This model is crucial in understanding how biophysical properties and ion channel distributions contribute to the rapid conduction of nerve impulses along myelinated axons. By simulating the behavior of ion channels and currents at the nodes of Ranvier, this code aids in capturing the essential aspects of neural signaling, impacting physiological and pathological conditions of neural function.