You are here: Home / Exposures / Borghans, Dupont, Goldbeter, 1997 / Complex intracellular calcium oscillations. A theoretical exploration of possible mechanisms (Model C)

Model Mathematics

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Component: environment

Component: Ca

\frac{d}{d time} (Z) = V_in + (- V_2i) + V_3i + K_f Y + (- V_2s) + V_3s + K_f X + (- (K Z)) \frac{d}{d time} (Y) = V_2i + (- V_3i) + (- (K_f Y)) \frac{d}{d time} (X) = V_2s + (- V_3s) + (- (K_f X))

Component: Ca_flux

Component: V_in

V_in = v_0 + v_1 beta

Component: V_2i

V_2i = V_M2i \frac{Z^{2}}{{K_2i}^{2} + Z^{2}}

Component: V_3i

V_3i = V_M3i \frac{Y^{2}}{{K_3y}^{2} + Y^{2}} \frac{Z^{2}}{{K_3z}^{2} + Z^{2}}

Component: V_2s

V_2s = V_M2s \frac{Z^{2}}{{K_2s}^{2} + Z^{2}}

Component: V_3s

V_3s = beta V_M3s \frac{X^{2}}{{K_3s}^{2} + X^{2}}

Source: Derived from workspace Borghans 1997 at changeset d35f6c5393ef.; This exposure was expired. A more up-to-date exposure is available, or view related resources.

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