ichan2aa.mod
CodeThe ichan2aa.mod
file is a description of a computational model simulating ion channel dynamics in excitable cells, such as neurons. This model focuses on representing the biophysical processes underlying action potential generation and propagation through the interactions of different ionic conductances. Below are the biological components and processes that the code aims to capture:
The model simulates different ion channels that contribute to the electrical properties of a neuronal membrane:
Sodium (Na+) Channels:
m
and h
represent the activation and inactivation gating variables, respectively.gnat
represents the sodium channel conductance which depends on the voltage-sensitive gating variables.inat
is the sodium current computed based on gnat
and the difference between membrane potential v
and sodium equilibrium potential enat
.Potassium (K+) Channels:
nf
is the activation gating variable.gkf
represents conductance depending on nf
.ikf
is the resulting potassium current.ns
is the activation gating variable.gks
depends on ns
.iks
is the slow potassium current.Leakage Current:
gl
represents the constant, non-specific leak conductance.il
models the passive flow of ions across the membrane, driven by the leak conductance and the difference between membrane potential v
and leak reversal potential el
.m
, h
, nf
, ns
) govern the behavior of ion channels, controlling their opening and closing in response to changes in membrane potential.minf
, hinf
, nfinf
, nsinf
), with time constants (mtau
, htau
, nftau
, nstau
) that dictate how quickly they react to changes in voltage.The model includes a placeholder for temperature dependence via the variable q10
, although it's set to remain constant (q10 = 1
), suggesting temperature-independent kinetics.
vtrap
, mitigates numerical issues when calculating rates for small arguments.The ichan2aa.mod
file models the complex interplay of sodium and potassium ion channels in generating and propagating electrical signals in neurons. It captures the essential biological processes of action potential dynamics, focusing on the voltage-dependent gating mechanisms that regulate ion flow across the neuronal membrane.