The provided code is a computational model designed to simulate the electrical behavior of a neuron, specifically its soma, initial segment (is), axon hillock, and dendrites. This model uses parameters and mechanisms to emulate the neuron's response to inputs and its ability to transmit action potentials, primarily focusing on ionic currents flowing through various ion channels.
Passive Properties:
g_pas
and e_pas
: These represent the passive leak conductance and reversal potential, respectively. The passive conductance allows for the baseline current flow through the membrane when the neuron is at rest.Sodium Channels (na3rp
, naps
):
gbar_na3rp
and gbar_naps
: These parameters represent the maximum conductance of two types of sodium channels. The na3rp
is a fast sodium channel involved in the rapid upstroke of the action potential, while naps
channels (persistent sodium channels) contribute to subthreshold depolarizations and repetitive firing.Potassium Channels (kdrRL
, km_hu
):
gMax_kdrRL
is associated with delayed rectifier potassium channels, which help repolarize the membrane following depolarization.gbar_km_hu
represents the conductance of M-type potassium channels, involved in modulating the neuronal excitability and spike frequency adaptation.Calcium-Dependent Potassium Channels (mAHP
):
gcamax_mAHP
and gkcamax_mAHP
represent the conductance for the calcium-activated potassium channels contributing to the afterhyperpolarization and thus regulating how quickly the neuron can fire again after an action potential.H-channels (gh
):
ghbar_gh
refers to the conductance of hyperpolarization-activated cyclic nucleotide-gated channels, which play a role in stabilizing the resting membrane potential and providing rhythmic oscillations.Passive and Active Properties:
Dendritic Tapering and Specific Channel Distributions:
Calcium Channels (L_Ca
):
gcabar_L_Ca
: Represents voltage-gated L-type calcium channel conductance, which is essential for calcium influx during depolarization, influencing a range of downstream signaling pathways and activity-regulated functions.This model components highlight several key ionic currents and channels that collectively determine how a neuron processes inputs and generates output signals. The rich detail in the code—spanning passive and active properties—aims to capture the complexity of neuronal excitability and signal propagation, representative of the intricate balance of ionic flows across neuronal membranes.