Enzyme - Substrate 1 - Complex Concentration ODE (Bi Bi Reaction Ping Pong)

Available identifiers

MaRDI QIDQ6674212

ordinary differential equation describing the concentration over time in a ping pong bi bi reaction

Defining Formula: $\frac{d{c}_{E{S}_1}}{dt}=k_1{c}_E{c}_{S_1}+k_{-2}{c}_{E*}{c}_{P_1}-k_{-1}{c}_{E{S}_1}-k_2{c}_{E{S}_1}$

$\frac{d{c}_{E{S}_1}}{dt}$ symbol represents Reaction Rate

$c_{E*}$ symbol represents Concentration

$c_{E{S}_1}$ symbol represents Concentration

$c_E$ symbol represents Concentration

$c_{P_1}$ symbol represents Concentration

$c_{S_1}$ symbol represents Concentration

$k_{-1}$ symbol represents Reaction Rate Constant

$k_{-2}$ symbol represents Reaction Rate Constant

$k_1$ symbol represents Reaction Rate Constant

$k_2$ symbol represents Reaction Rate Constant

$t$ symbol represents Time

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