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Li, Bertram, Rinzel, 1996
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Modeling N-methyl-D-aspartate-induced bursting in dopamine neurons (simple model based on the equations in the published paper)
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Model Mathematics
Component based math viewer is available
Component: environment
Component: soma_compartment
I_Na
=
g_Na
h
V_s
-
V_Na
m_infinity
3
I_K_DR
=
g_K_DR
V_s
-
V_K
n
2
d
d
time
V_s
=
-
1000.0
I_K_DR
+
I_Na
+
g_c
p
V_s
-
V_D
C_m
Component: dendritic_compartment
I_D
=
I_NMDA
+
I_pump
+
I_L
I_L
=
g_L
V_D
-
V_L
I_pump
=
R_pump
phi_Na
-
phi_Na_eq
phi_Na
=
Na
3
Na
3
+
K_p
3
phi_Na_eq
=
Na_eq
3
Na_eq
3
+
K_p
3
I_NMDA
=
g_NMDA
1
+
Mg_o
K_Mg
ⅇ
-
V_D
q
V_D
-
V_NMDA
I_Na_NMDA
=
g_Na_NMDA
1
+
Mg_o
K_Mg
ⅇ
-
V_D
q
V_D
-
V_Na
d
d
time
V_D
=
-
1000.0
I_NMDA
+
I_pump
+
I_L
+
g_c
1
-
p
V_D
-
V_s
C_m
d
d
time
Na
=
alpha
-
I_Na_NMDA
-
3
I_pump
Component: model_parameters
Component: gating_variables
m_infinity
=
1
1
+
ⅇ
-
V_s
+
35
6.2
n_infinity
=
1
1
+
ⅇ
-
V_s
+
31
5.3
h_infinity
=
1
1
+
ⅇ
V_s
+
30
8.3
tau_h
=
0.4
1
+
2
1
+
ⅇ
V_s
+
25
5
tau_n
=
0.8
+
1.6
1
+
ⅇ
0.1
V_s
+
25
1
+
ⅇ
-
0.1
V_s
+
70
d
d
time
h
=
h_infinity
-
h
tau_h
d
d
time
n
=
n_infinity
-
n
tau_n
Source
Derived from workspace
Li, Bertram and Rinzel, 1996
at changeset
17ec19e41bf7
.
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Creative Commons Attribution 3.0 Unported License
.
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Modeling N-methyl-D-aspartate-induced bursting in dopamine neurons (simple model based on the equations in the published paper)
Modeling N-methyl-D-aspartate-induced bursting in dopamine neurons (complex model based on the equations in the published paper)
Modeling N-methyl-D-aspartate-induced bursting in dopamine neurons (simple model based on the equations in the original code)