Table 1.

Rate expressions from Eq. (3.3.2).

$r_{M,V}={\mathrm{\lambda }}_{M,V}{\mathcal{A}}_{M,V}{\varphi }_V$	$r_{L,V}={\mathrm{\lambda }}_{L,V}{\mathcal{A}}_{L,V}{\varphi }_V$	$r_{B,E}={\mathrm{\lambda }}_{B,E}{\mathcal{A}}_{B,E}{B}_n$
$r_{A,V}={\mathrm{\lambda }}_{A,V}{\mathcal{A}}_{A,V}{\varphi }_V$	$r_{de,V}={\mathrm{\lambda }}_{de,V}{\mathcal{A}}_{de,V}{\varphi }_V$	$r_{L,E}={\mathrm{\lambda }}_{L,E}{\mathcal{A}}_{L,E}{L}_n$
$r_{N,V}={\mathrm{\lambda }}_{N,V}{\mathcal{A}}_{N,V}{\varphi }_V$	$r_{L,D}={\mathrm{\lambda }}_{L,D}{\mathcal{A}}_{L,D}{\varphi }_D$	$r_{F,E}={\mathrm{\lambda }}_{F,E}{\mathcal{A}}_{F,E}F$
$r_{B,V}={\mathrm{\lambda }}_{B,V}{\mathcal{A}}_{B,V}{\varphi }_V$	$r_{V,E}={\mathrm{\lambda }}_{V,E}{\mathcal{A}}_{V,E}{\varphi }_V$	$r_{de,E}={\mathrm{\lambda }}_{de,E}{\mathcal{A}}_{de,E}{\varphi }_E$