Exact(50)
As case studies, we predicted two equations of enzyme-catalyzed reactions regarding adenylate kinase and phosphofructokinase.
The problem, formulated mathematically by a system of two equations of linear relationship, is solved exactly.
Therefore, we only need to analyze the first two equations of (2.2).
Integrating and solving the first two equations of system (3.3) between pulses, we have.
From two equations of (2.2), we have S = A − ( d + ε ) I d.
for all Combine the two equations of (3.30) to obtain (331).
Similar(10)
Seven equations of state are compared with experimental data.
Hence, we can consider only the first three equations of our system above in our analysis.
The fluid motion is mathematically described by three equations of mass conservation, momentum, and energy.
The results obtained from the proposed model were compared to those of nine empirical correlations and five equations of state.
Adding the four equations of system (2.2), we have (frac{dN_{k}(t)}{dt} = b(k) - mu N_{k}(t)).
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