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How do you integrate this Michaelis Menten equation: -d[S] / dt = {V* [S]} / {K + S}?
This is the Michealis-Menten Equation. Integration of it is useful for when the substrate concentration [S] is directly measurable like by Nuclear Magnetic Resonance, but estimating the rate of substrate consumption introduces some error.
-d[S] / dt = {V* [S]} / {K + [S]}
[S] = substrate concentration
V = maximum velocity
K = Michaelis constant
dt respects time.
Follows from: E + S ⇌ ES ---> E + P
1 Answer
- Anonymous2 years agoFavorite Answer
-dy/dt = V*y/(K + y);
(K + y)/y dy = -V dt;
ln|y| + y = C - V*t;