Table 5.

Table showing list of dimensionless parameter groups in the truncated model, their names and their numerical values

Parameter group	Name	Value	Parameter group	Name	Value
$k_{s1}/(e0k_2)$	${\beta }_1{\epsilon }_1^2$	2.9e−5	$k_9/k_2$	${\beta }_{11}{\epsilon }_1$	3.1e−3
$d_1/k_2$	${\beta }_2{\epsilon }_1^2$	3.6e−6	$k_{10}e3/k_{2}e1$	${\beta }_{12}{\epsilon }_1^2$	9.9e−6
$k_1/k_{16}$	${\beta }_3{\epsilon }_1$	9.3e−7	$k_{9}e1/k_{2}e3$	${\beta }_{13}$	0.308
e1/e0	${\beta }_4$	0.1	$k_{10}/k_2$	${\beta }_{14}{\epsilon }_1$	9.9e−4
$k_3/e0$	${\beta }_5$	5.86	$k_{7}FD/k_8{k}_2$	${\beta }_{15}$	0.135
$k_{4}e0/k_2$	${\beta }_6{\epsilon }_1$	7.6e−3	$k_{7}FDe3/k_8{k}_{2}e1$	${\beta }_{16}{\epsilon }_1$	1.3e−3
$k_{5}e1/k_2$	${\beta }_7{\epsilon }_1$	6.4e−3	$k_6/k_2$	${\beta }_{17}{\epsilon }_1$	4.3e−3
$k_{6}e1/k_{2}e0$	${\beta }_8{\epsilon }_1$	4.2e−4	$k_{s2}/k_{2}e0$	${\beta }_{18}{\epsilon }_1^2$	7.5e−6
$k_{4}e{0}^2/k_{2}e1$	${\beta }_9\sqrt{{\epsilon }_1}$	0.076	$d_2/k_2$	${\beta }_{19}{\epsilon }_1^2$	3.1e−6
$k_5/k_2$	${\beta }_{10}\sqrt{{\epsilon }_1}$	0.065