Enzyme kinetics: full model

Model description: 

This is a full polynomial form of the model, given in Enzyme kinetics:

$$\begin{align*} \dot{x}_1 &= -bx_1 + ax_5\\ \dot{x}_2 &= \alpha x_1 - \beta x_2\\ \dot{x}_3 &= \gamma x_2 - \delta x_3\\ \dot{x}_4 &= \sigma x_4 x_6 ( \gamma x_2 - \delta x_3) \\ \dot{x}_5 &= -\sigma x_4 x_5^2 x_6 ( \gamma x_2 - \delta x_3)\\ \dot{x}_6 &= -x_6^2( \gamma x_2 - \delta x_3) \end{align*}$$

with $x_1(0) = 0.3617$, $x_2(0) = 0.9137$, $x_3(0)=1.3934$, $x_4(0) = x_3(0)^{\sigma}$, $x_5(0)=\dfrac{1}{A+x_3(0)^{\sigma}}$, $x_6(0)=\dfrac{1}{x_3(0)}.$

Type: 

Form: 

Model order: 

6

Time domain: 

Linearity: 

Publication details: 

TitleStructural Identifiability of Systems Biology Models: A Critical Comparison of Methods
Publication TypeJournal Article
AuthorsChis, Oana-Teodora, Banga Julio R., and Balsa-Canto Eva
Secondary AuthorsJaeger, JohannesEditor