The provided code is modeling a low threshold calcium current (also known as T-type calcium current) in a specific type of neuron: reticular thalamus neurons. These neurons are a part of the thalamus, which plays a crucial role in processing and relaying sensory information in the brain.
carev
) based on the concentrations of calcium ions inside (cai
) and outside (cao
) the neuron. It uses the Nernst equation format to determine this equilibrium state.m
and h
: These represent the activation (m
) and inactivation (h
) states of the T-type calcium channels, respectively. Each variable transitions between 0 and 1, indicating the probability of a channel being in its respective state.m_inf
and h_inf
): These are calculated using sigmoidal functions representing how the gating variables respond to changes in membrane voltage (v
). They describe the voltage dependence of activation and inactivation.tau_m
, tau_h
): These describe how quickly the gating variables approach their steady states, influencing how fast the channels open or close in response to voltage changes.q10m
and q10h
), the temperature sensitivity of the channel kinetics is accounted for, adjusting the kinetic rates to physiological temperatures from the conditions they were originally measured under (23-25°C).The presence of T-type calcium currents is pivotal for the typical firing pattern of thalamic reticular neurons. By allowing the neuron to generate bursts of action potentials, these currents participate in the generation of rhythmic oscillations in the thalamocortical system. These oscillations are important for different states of consciousness, particularly during sleep, and can influence sensory signal gating.
The model described in the file is based on experimental data from whole cell patch clamp studies and has been adapted to match the physiological properties seen in the T-type calcium channels of thalamic reticular neurons, as reported in several key neurophysiological studies.