Table 3.

Recovery of kinetic rate parameters.

Model	fB	K1	k2	k3	k4	k5
1K	κB	$\frac{{\kappa }_1}{\left(1-f_B\right)}$	0	0	0	0
2K	κB	$\frac{{\kappa }_1}{\left(1-f_B\right)}$	υ1	0	0	0
3K	κB	$\frac{{\kappa }_b+{\kappa }_1}{\left(1-f_B\right)}$	$\frac{{\kappa }_1{\upsilon }_1}{{\kappa }_b+{\kappa }_1}$	$\frac{{\kappa }_b{\upsilon }_1}{{\kappa }_b+{\kappa }_1}$	0	0
4K	κB	$\frac{{\kappa }_1}{\left(1-f_B\right)}$	$\frac{\left({\kappa }_1-{\kappa }_2\right){\upsilon }_1+{\kappa }_2{\upsilon }_2}{{\kappa }_1}$	$\frac{{\kappa }_2\left({\kappa }_1-{\kappa }_2\right){\left({\upsilon }_2-{\upsilon }_1\right)}^2}{{\kappa }_1\left[\left({\kappa }_1-{\kappa }_2\right){\upsilon }_1+{\kappa }_2{\upsilon }_2\right]}$	$\frac{{\kappa }_1{\upsilon }_1{\upsilon }_2}{\left({\kappa }_1-{\kappa }_2\right){\upsilon }_1+{\kappa }_2{\upsilon }_2}$	0
5K	κB	$\frac{{\kappa }_b+{\kappa }_1}{\left(1-f_B\right)}$	$\frac{\left({\kappa }_1-{\kappa }_2\right){\upsilon }_1+{\kappa }_2{\upsilon }_2}{{\kappa }_b+{\kappa }_1}$	$\left\{\begin{array}{c}\frac{{\kappa }_2\left({\upsilon }_1-{\upsilon }_2\right)+{\kappa }_b{\upsilon }_1}{\left({\kappa }_b+{\kappa }_1\right)}+\hfill \\ \frac{{\kappa }_2{\upsilon }_2\left({\upsilon }_2-{\upsilon }_1\right)}{\left({\kappa }_1-{\kappa }_2\right){\upsilon }_1+{\kappa }_2{\upsilon }_2}\hfill \end{array}\right\}$	$\left\{\begin{array}{c}\frac{{\kappa }_1{\upsilon }_1{\upsilon }_2}{\left({\kappa }_1-{\kappa }_2\right){\upsilon }_1+{\kappa }_2{\upsilon }_2}-\\ \frac{{\kappa }_b{\upsilon }_1{\upsilon }_2}{k_3\left({\kappa }_b+{\kappa }_1\right)}\end{array}\right\}$	$\frac{{\kappa }_b{\upsilon }_1{\upsilon }_2}{k_3\left({\kappa }_b+{\kappa }_1\right)}$