Electrodiffusive model for astrocytic and neuronal ion concentration dynamics
Geir Halnes, Ivar {\O}stby, Klas H. Pettersen, Stig W. Omholt, Gaute, T. Einevoll

TL;DR
This paper introduces a new electrodiffusive model based on Nernst-Planck equations to accurately simulate ion concentration dynamics in neural tissue, especially during intense signaling when ion concentrations vary significantly.
Contribution
The work develops a comprehensive formalism for modeling ion dynamics in a one-dimensional intra- and extracellular space, incorporating diffusion, resistivity variations, and charge conservation, and applies it to astrocytic K+ regulation.
Findings
Astrocytes increase K+ uptake during high extracellular K+ levels.
Membrane depolarization enhances astrocytic K+ clearance.
Mechanisms facilitate K+ shielding in extracellular space.
Abstract
Electrical neural signalling typically takes place at the time-scale of milliseconds, and is typically modeled using the cable equation. This is a good approximation for processes when ionic concentrations vary little during the time course of a simulation. During periods of intense neural signalling, however, the local extracellular K+ concentration may increase by several millimolars. Clearance of excess K+ likely depends partly on diffusion in the extracellular space, partly on local uptake by- and intracellular transport within astrocytes. This process takes place at the time scale of seconds, and can not be modeled accurately without accounting for the spatiotemporal variations in ion concentrations. The work presented here consists of two main parts: First, we developed a general electrodiffusive formalism for modeling ion concentration dynamics in a one-dimensional geometry,…
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