# Model Mathematics

### Component: S1

$ddtimeS1=Jo-v1$

### Component: S2

$ddtimeS2=v1-v2$

### Component: S3

$ddtimeS3=2⁢v2-v3+v8$

### Component: S4

$ddtimeS4=v3-v4$

### Component: S5

$ddtimeS5=v4-v5$

### Component: S6

$ddtimeS6=v5-v6+J$

### Component: S6_ex

$ddtimeS6_ex=phi⁢J-v9$

### Component: A3

$ddtimeA3=v3+v4-2⁢v1+v7$

### Component: A

$A2=A-A3$

### Component: N2

$ddtimeN2=v3-v6+v8$

### Component: N

$N1=N-N2$

### Component: v1

$f_A3=1+A3K_in-1v1=k_1⁢S1⁢A3⁢f_A3$

### Component: v2

$v2=k_2⁢S2$

### Component: v3

$v3=k_GAPDH_plus⁢k_PGK_plus⁢S3⁢N1⁢A2-k_GAPDH_minus⁢k_PGK_minus⁢S4⁢A3⁢N2k_GAPDH_minus⁢N2+k_PGK_plus⁢A2$

### Component: v4

$v4=k_4⁢S4⁢A2$

### Component: v5

$v5=k_5⁢S5$

### Component: v6

$v6=k_6⁢S6⁢N2$

### Component: v7

$v7=k_7⁢A3$

### Component: v8

$v8=k_8⁢S3⁢N2$

### Component: v9

$v9=k_9⁢S6_ex$

### Component: S6_flux_rate_across_the_plasma_membrane

$J=k⁢S6-S6_ex$
Source
Derived from workspace Wolf, Passarge, Somsen, Snoep, Heinrich, Westerhoff, 2000 at changeset 780e7c5eb2b7.
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