|
Article: Computation of interaural time difference in the owl's coincidence detector neurons.
Full Text (publisher's website) ; Article Metadata ; Article Data (extracted) Funabiki K; Ashida G; Konishi M J. Neurosci., 2011
Table 2.
Equations of the NL neuron model
| Variable | Equation |
|---|---|
| Compartment | c = soma or node |
| Membrane potential |  |
| Na current | INac = ḡNac · mc hc · (ENa − Vc) |
| KHVA current | IKHVAc = ḡKHVAc · nc · (EK − Vc) |
| KLVA current | IKLVAc = ḡKLVAc · dc · (EK − Vc) |
| Leak current | Ileakc = gleakc · (Eleak − Vc) |
| Synaptic input | Isynapticc = gsynapticc · (Esynaptic − Vc) |
| Axonal current | Iaxonsoma = gaxon · (Vnode − Vsoma), Iaxonnode = −Iaxonsoma |
| Channel variable (x = m, h, n, d) | dxc/dt = φ{αx(Vc) · (1 − xc) − βx(Vc) · xc} |
| Temperature dependence | φ = Q10(T−23.0)/10(Q10 = 2.5, T = 40°C) |
| Na channel activation | αm(V) = 3.6exp((V + 34)/7.5), βm(V) = 3.6exp(−(V + 34)/10.0) |
| Na channel inactivation | αh(V) = 0.6exp(−(V + 57)/18.0), βh(V) = 0.6exp((V + 57)/13.5) |
| KHVA channel activation | αn(V) = 0.11exp((V + 19)/9.1), βn(V) = 0.103exp(−(V + 19)/20) |
| KLVA channel activation | αd(V) = 0.2exp((V + 60)/21.8), βd(V) = 0.17exp(−(V + 60)/14) |
-
This table summarizes the equations used in our simulation. In the single-compartment model, Iaxonnode = Iaxonsoma = 0 and only the somatic compartment was considered.
Inferred neuron-electrophysiology data values
| Neuron Type | Neuron Description | Ephys Prop | Extracted Value | Standardized Value | Content Source |
|---|