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Model Mathematics

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Component: environment

Component: F16BP

F16BP = 0

Component: G3P

\frac{d}{d time} (G3P) = (- V_Gpp_p) + V_Gpd_p

Component: DHAP

DHAP = 0.59

Component: ATP

ATP = 2.37

Component: ADP

ADP = 2.17

Component: NADH

NADH = 1.87

Component: NAD

NAD = 1.45

Component: Pi

Pi_= 2.17

Component: V_Gpd_p

V_Gpd_p = \frac{\frac{Vf}{K_NADH K_DHAP} (NADH DHAP - (\frac{NAD G3P}{K_eq}))}{(1 + \frac{F16BP}{K_F16BP} + \frac{ATP}{K_ATP} + \frac{ADP}{K_ADP}) (1 + \frac{NADH}{K_NADH} + \frac{NAD}{K_NAD}) (1 + \frac{DHAP}{K_DHAP} + \frac{G3P}{K_G3P})}

Component: V_Gpp_p

V_Gpp_p = \frac{\frac{V G3P}{K_G3P}}{(1 + \frac{G3P}{K_G3P}) (1 + \frac{Pi_}{K_Pi})}

Source: Derived from workspace Cronwright, Rohwer, Prior, 2002 at changeset 77f16fab0f6e.

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Metabolic Control Analysis of Glycerol Synthesis in Saccharomyces cerevisiae