Model Mathematics

Component: environment

Component: membrane

dd time V =- i_Ca_L + i_Ca_T + i_K_DR + i_K_Ca + i_K_IR Cm

Component: L_type_calcium_current

i_Ca_L = g_Ca_L m_L 2.0 V_Ca V_Ca = V Ca_i - Ca_e - 2.0 F V R T 1.0 -- 2.0 F V R T

Component: L_type_calcium_current_m_gate

dd time m_L = m_L_infinity - m_L tau_m_L m_L_infinity = 1.0 1.0 + V_m_L - V k_m_L tau_m_L = tau_m_L_max V - V_tau k_tau + 2.0 2.0 V_tau - V k_tau

Component: T_type_calcium_current

i_Ca_T = g_Ca_T m_T 2.0 h_T V_Ca

Component: T_type_calcium_current_m_gate

dd time m_T = m_T_infinity - m_T tau_m_T m_T_infinity = 1.0 1.0 + V_m_T - V k_m_T tau_m_T = tau_m_T_max V - V_tau k_tau + 2.0 2.0 V_tau - V k_tau

Component: T_type_calcium_current_h_gate

dd time h_T = h_T_infinity - h_T tau_h_T h_T_infinity = 1.0 1.0 + V - V_h_T k_h_T

Component: voltage_sensitive_K_current

i_K_DR = g_K_DR n V - V_K V_K = V K_i - K_e - 1.0 F V R T 1.0 -- 1.0 F V R T

Component: voltage_sensitive_K_current_n_gate

dd time n = n_infinity - n tau_n n_infinity = 1.0 1.0 + V_n - V k_n

Component: Ca_activated_K_current

i_K_Ca = g_K_Ca Ca_i 4.0 Ca_i 4.0 + Kc 4.0 V_K

Component: inward_rectifier_current

i_K_IR = I_max 1.0 - V_K_IR - V ks if V > V_K_IR g_K_IR V - V_K_IR otherwise

Component: cytosolic_calcium

dd time Ca_i = f_cyt beta J_in - J_eff J_in =- alpha i_Ca_L + i_Ca_T J_eff = v_p Ca_i 2.0 Ca_i 2.0 + K_p 2.0