Component: environment

Component: membrane

$d V d time = − (i_Na + i_K + i_leak + i_app) / Cm$

Component: sodium_current

$i_Na = 120.0 x_infinity 3.0 (1.0 − n) (V − 120.0)$

Component: potassium_current

$i_K = 36.0 n 4.0 (V + 77.0)$

Component: potassium_current_n_gate

$d n d time = alpha_n (1.0 − n) − beta_n n alpha_n = 0.02 (V + 55.0) / (1.0 − e − (V + 55.0) / 10.0) beta_n = 0.25 e − (V + 65.0) / 80.0$

Component: leak_current

$i_leak = 0.3 (V + 54.0)$

Component: transmitter_release

$d R d time = kr_plus Ca (1.0 − R) − kr_minus R$

Component: calcium_concentration

$Ca_open = sigma / 2.0 Dc r π sigma = -5.182 i_V i_V = g_Ca P 2.0 F V / R T Ca_ex / (1.0 − e 2.0 F V / R T)$

Component: C1

$d C1 d time = delta_C1_rxn0 + delta_C1_rxn6$

Component: C2

$d C2 d time = delta_C2_rxn0 + delta_C2_rxn1 + delta_C2_rxn7$

Component: C3

$d C3 d time = delta_C3_rxn1 + delta_C3_rxn2 + delta_C3_rxn8$

Component: C4

$d C4 d time = delta_C4_rxn2 + delta_C4_rxn3$

Component: O

$d O d time = delta_O_rxn3$

Component: C_G1

$d C_G1 d time = delta_C_G1_rxn6 + delta_C_G1_rxn4$

Component: C_G2

$d C_G2 d time = delta_C_G2_rxn4 + delta_C_G2_rxn7 + delta_C_G2_rxn5$

Component: C_G3

$d C_G3 d time = delta_C_G3_rxn5 + delta_C_G3_rxn8$

Component: rate_constants

$alpha = 0.45 e V / 22.0 alpha_= alpha / 8.0 beta = 0.015 e − V / 14.0 beta_= beta × 8.0 d a d time = ka_plus T (1.0 − a) − ka_minus a kG_plus = 3.0 a / (680.0 + 320.0 a)$

Component: environment

Component: membrane

Component: sodium_current

Component: potassium_current

Component: potassium_current_n_gate

Component: leak_current

Component: transmitter_release

Component: calcium_concentration

Component: C1

Component: C2

Component: C3

Component: C4

Component: O

Component: C_G1

Component: C_G2

Component: C_G3

Component: rate_constants

Component: reaction0

Component: reaction1

Component: reaction2

Component: reaction3

Component: reaction4

Component: reaction5

Component: reaction6

Component: reaction7

Component: reaction8