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Elowitz, Leibler, 2000
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A Synthetic Oscillatory Network of Transciptional Regulators
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Model Mathematics
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Component: environment
Component: parameters
t_ave
=
mRNA_halflife
ln
2
Component: M_lacl
d
d
time
M_lacl
=
K_m
efficiency
t_ave
alpha
K_m
n
K_m
n
+
P_cl
n
+
alpha_0
-
M_lacl
t_ave
Component: M_tetR
d
d
time
M_tetR
=
K_m
efficiency
t_ave
alpha
K_m
n
K_m
n
+
P_lacl
n
+
alpha_0
-
M_tetR
t_ave
Component: M_cl
d
d
time
M_cl
=
K_m
efficiency
t_ave
alpha
K_m
n
K_m
n
+
P_tetR
n
+
alpha_0
-
M_cl
t_ave
Component: P_lacl
d
d
time
P_lacl
=
beta
M_lacl
efficiency
t_ave
-
P_lacl
t_ave
Component: P_tetR
d
d
time
P_tetR
=
beta
M_tetR
efficiency
t_ave
-
P_tetR
t_ave
Component: P_cl
d
d
time
P_cl
=
beta
M_cl
efficiency
t_ave
-
P_cl
t_ave
Source
Derived from workspace
Elowitz, Leibler, 2000
at changeset
ebfc613bba01
.
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A Synthetic Oscillatory Network of Transciptional Regulators