NEURON {
    SUFFIX MN_na
    USEION na READ ena WRITE ina
    RANGE gmax, ina
    RANGE alpha_A_m, alpha_B_m, alpha_C_m, alpha_D_m, alpha_E_m
    RANGE beta_A_m, beta_B_m, beta_C_m, beta_D_m, beta_E_m
    RANGE alpha_A_h, alpha_B_h, alpha_C_h, alpha_D_h, alpha_E_h
    RANGE beta_A_h, beta_B_h, beta_C_h, beta_D_h, beta_E_h
}

UNITS {
    (mA) = (milliamp)
    (mV) = (millivolt)
    (S) = (siemens)
}

PARAMETER {
    gmax = 0  (S/cm2)

    alpha_A_m = 13.26
    alpha_B_m = 0.0
    alpha_C_m = 0.5
    alpha_D_m = -5.01
    alpha_E_m = -12.56

    beta_A_m = 5.73
    beta_B_m = 0.0
    beta_C_m = 1.0
    beta_D_m = 5.01
    beta_E_m = 9.69

    alpha_A_h = 0.04
    alpha_B_h = 0.0
    alpha_C_h = 0.0
    alpha_D_h = 28.8
    alpha_E_h = 26.0
    
    beta_A_h = 2.04
    beta_B_h = 0.0
    beta_C_h = 0.001
    beta_D_h = -9.09
    beta_E_h = -10.21
}

ASSIGNED {
    v (mV)
    ena (mV)
    ina (mA/cm2)
    na_minf
    na_hinf
    na_mtau (ms)
    na_htau (ms)
    rate_h
    rate_m
}

STATE {
    h 
    m
}

INITIAL {
    ena = 50.0
    rates()
    h = na_hinf 
    m = na_minf
}

BREAKPOINT {
    
    SOLVE states METHOD cnexp

    ina = gmax * m*m*m * h * (v - ena)
    
}

DERIVATIVE states {
    rates()
    m' =  ( na_minf  -  m ) /  na_mtau
    h' =  ( na_hinf - h ) / na_htau
}

UNITSOFF
PROCEDURE rates() {LOCAL alpha_m, beta_m, alpha_h, beta_h
    alpha_m = 13.26/(0.5 + exp((-5.01+v)/(-12.56)))
    beta_m =  5.73/(1.0 + exp((5.01+v)/9.69))
    alpha_h = 0.04/exp((28.8+v)/26.0)
    beta_h =  2.04/(0.001 + exp((-9.09+v)/-10.21))

    :alpha_m = (alpha_A_m+alpha_B_m*v)/(alpha_C_m+exp((alpha_D_m+v)/alpha_E_m))
    :beta_m = (beta_A_m+beta_B_m*v)/(beta_C_m+exp((beta_D_m+v)/beta_E_m))

    :alpha_h = (alpha_A_h+alpha_B_h*v)/(alpha_C_h+exp((alpha_D_h+v)/alpha_E_h))
    :beta_h = (beta_A_h+beta_B_h*v)/(beta_C_h+exp((beta_D_h+v)/beta_E_h))

    na_mtau = 1/( alpha_m + beta_m)
    na_htau = 1/( alpha_h + beta_h)
    na_minf = alpha_m * na_mtau
    na_hinf = alpha_h * na_htau

    
}
UNITSON