The provided code models the delayed rectifier potassium (K⁺) current, which is a crucial component of neuronal excitability and the action potential's repolarization phase. This current is typically known as I_K or Kdr (delayed rectifier K⁺ current), an essential aspect of maintaining the neuron's resting membrane potential and the repolarization phase following an action potential.
Potassium Ions (K⁺):
Delayed Rectifier K⁺ Channels:
n
, representing the probability of the channel being open. The gating follows the Hodgkin-Huxley formalism, which describes the dynamics of the ion channel opening and closing in response to voltage changes.n
is influenced by two main functions: alphan
(the rate of transition to open state) and betan
(the rate of transition to closed state). These functions are dependent on the membrane voltage v
.q10
):
localtemp
(37°C in this model).Conductance (gbar
):
gbar
represents the maximal conductance of K⁺ channels when fully open. It determines the channel's capacity to conduct K⁺ ions.Reversal Potential (ek
):
ek
is the reversal potential of K⁺, reflecting its electrochemical gradient across the membrane. It drives K⁺ out of the cell during depolarization, aiding in repolarization.alphan
and betan
, which calculate the rate constants for channel activation and inactivation, respectively. These are governed by the voltage-sensitive parameters A_anF
, B_anF
, C_anF
for alphan
and corresponding parameters for betan
.Overall, this code is designed to simulate the biological behavior of delayed rectifier K⁺ channels, focusing on their role in action potential repolarization in neurons. The accurate replication of channel kinetics and their temperature dependence ensures the fidelity of the simulated neural activity to real biological phenomena.