The provided code snippet is a segment of a computational model that aims to simulate the electrical properties of myelinated axons, specifically focusing on the properties of the myelin sheath. This is a critical component in neuroscience, as myelination significantly influences the conduction velocity and efficiency of nerve signals.
Myelin Sheath Formation:
Key Computational Aspects:
L
): The code sets the length of the myelin segment (L = 100.0 µm
). This represents the internodal distance (the length between two consecutive Nodes of Ranvier), which is an important parameter affecting conduction speed.diam
): The diameter of the axon is crucial for determining the cable properties, such as resistance and capacitive load, which in turn influence action potential propagation.Ra
): This parameter (Ra = 150.0 Ohm*cm
) accounts for the resistance to the flow of current within the axon. Lower resistance allows for more effective signal propagation.cm
): This is set to a very low value (cm = 0.02 µF/cm²
), reflective of the insulating properties of myelin, which minimizes the capacitive load and allows for rapid signal transmission.Biophysical Mechanisms:
mech_name_myelin
, rescale_myelin
) and an insertion function (insertCLS
) that likely involve specific ion channel dynamics or other molecular properties of myelin. This may include conductance properties unique to myelinated segments, like permeability to certain ions which may still play a role in axonal signal adjustment and metabolic support.This code models a segment of a myelinated axon with particular attention to its geometric and electric properties that impact signal conduction. By simulating these properties with parameters reflective of real-world myelination, the model seeks to replicate the biological functionality of nerve fibers in transmitting signals rapidly and efficiently. Myelin significantly affects the functional output of neural circuits through its role in action potential propagation, which is critically dependent on traits such as segment length, diameter, resistance, and capacitance, all of which are encapsulated in this code.