Goldman

Function

$E=\frac{RT}F\ln \left( \frac{\left[ K\right] _0+b\left[ Na\right] _0}{\left[ K\right] _i+b\left[ Na\right] _i}\right)$

Where $\left[ K\right] _0$ as x, $E$ as y.

$R=8.314,F=96485,b=P_{Na}/P_k$ .

Goldman-Hodgkin-Katz equation in electrophysiology.

Number: 5

Namen: b, Nao, Nai, Ki, T

Meanings:

b = Relative permeabilities of Na to K,

Nao = Concentraion of Na ions outside,

Nai = Concentraion of Na ions inside,

Ki = Concentraion of K ions inside,

T = Temperature (in Kelvin).

Lower Bounds: Nao >= 0.0, Nai >= 0.0, Ki >= 0.0, T > 0.0.

Upper Bounds: none

Hinweis:

In most cases, only b is set as vary, while all other are should be specified and fixed.

nlf_goldman(x, b, Nao, Nai, Ki, T )

FITFUNC\GOLDMAN.FDF