Table 12.

List of model equations used in calculation of mitochondrial respiration equations (obtained from [11])

Equation	Biological significance
Ares=(1.35e18)∗NADHM0.5/(NAD)0.5	Ares = affinity bracketed expression
$V_{\mathit{\text{res}}}^D=\mathit{\text{exp}}\left(0.191\ast \mathit{\text{PSI}}\right)$	Respiration potential generated
Proton pump equations
r1=7e−7	Variable r1
r2=(2.54e−3)∗Ares	Variable r2
$r_3=0.639\ast V_{\mathit{\text{res}}}^D$	Variable r3
r4=7.58e13+(1.57e−4)∗Ares	Variable r4
$r_5=\left(1.73+A_{\mathit{\text{res}}}\ast 1.06e-17\right)\ast V_{\mathit{\text{res}}}^D$	Variable r5
$J_{\mathit{\text{res}}}^H=360\ast {\rho }_{\mathit{\text{res}}}\ast \left(\left(r1+r2-r3\right)/\left(r4+r5\right)\right)$	Rate of transport through proton pump during respiration
Oxygen consumption rate equations
o1=Ares∗2.55e−3	Variable o1
o2=Ares∗2.00e−5	Variable o2
$o_3=0.639\ast \left(V_{\mathit{\text{res}}}^D\right)$	Variable o3
$o_4=\left(V_{\mathit{\text{res}}}^D\right)\ast A_{\mathit{\text{res}}}\ast 8.63e-18$	Variable o4
o5=(1+Ares∗2.08e−18)∗7.54e13	Variable o5
$o_6=\left(1.73+1.06e-17\ast A_{\mathit{\text{res}}}\right)\ast V_{\mathit{\text{res}}}^D$	Variable o6
Jo=30∗ρres∗(o1+o2−o3+o4)/(o5+o6)	Rate of oxygen consumption during respiration