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Model Mathematics

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Component: environment

Component: C2

\frac{d}{d time} (C2) = k6 M + k9 CP - (k8 P C2)

Component: CP

\frac{d}{d time} (CP) = k8 P C2 - (k9 CP + k3 CP Y)

Component: pM

\frac{d}{d time} (pM) = k3 CP Y + k5 P M - (pM F)

Component: M

\frac{d}{d time} (M) = pM F - (k5 P M + k6 M)

Component: Y

\frac{d}{d time} (Y) = aa k1 - (k3 CP Y + k2 Y)

Component: YP

\frac{d}{d time} (YP) = k6 M - (k7 YP)

Component: reaction_constants

CT = C2 + CP + pM + M YT = Y + YP + pM + M YT_CT = \frac{YT}{CT} M_CT = \frac{M}{CT} k1 = \frac{0.015 CT}{aa} k3 = \frac{200.0}{CT} F = k4_+ k4 {(\frac{M}{CT})}^{2.0} k5 = \frac{0.0}{P} k8 = \frac{k9}{P}

Source: Derived from workspace Tyson, 1991 at changeset af89af662987.

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Modeling the Cell Division Cycle:cdc2 and Cyclin Interactions