. 2017 Dec 21;12(12):e0189822. doi: 10.1371/journal.pone.0189822

Table 3. Proton coefficients for specific reactions of non-mitochondrial energy metabolism.

Reaction
*Phosphagen System*
$Δ_{r} {C K}_{H^{+}} = (\sum {A T P}_{H^{+}}^{} + \sum {C r}_{H^{+}}^{}) - (\sum {C r P}_{H^{+}}^{} + \sum {A D P}_{H^{+}}^{})$
$Δ_{r} {A K}_{H^{+}} = (\sum {A T P}_{H^{+}}^{} + \sum {A M P}_{H^{+}}^{}) - (\sum {A D P}_{H^{+}}^{} + \sum {A D P}_{H^{+}}^{})$
$Δ_{r} {A M P D}_{H^{+}} = (\sum {N H_{3} H}_{H^{+}}^{} + \sum {I M P}_{H^{+}}^{}) - \sum {A M P}_{H^{+}}^{}$
$Δ_{r} {A T P a s e}_{H^{+}} = (\sum {A D P}_{H^{+}}^{} + \sum {P i}_{H^{+}}^{}) - (\sum {A T P}_{H^{+}}^{} + 2)$
*Glycogenolysis*
$Δ_{r} {P h o s p h}_{H^{+}} = (\sum {G 1 P}_{H^{+}}^{} - \sum {P i}_{H^{+}}^{}) + 1$
$Δ_{r} {P G M}_{H^{+}} = \sum {G 6 P}_{H^{+}}^{} - \sum {G 1 P}_{H^{+}}^{}$
*Glycolysis*
$Δ_{r} {H K}_{H^{+}} = (\sum {G 6 P}_{H^{+}}^{} + \sum {A D P}_{H^{+}}^{}) - (\sum {G l u}_{H^{+}}^{} + \sum {A T P}_{H^{+}}^{})$
$Δ_{r} {P G I}_{H^{+}} = \sum {F 6 P}_{H^{+}}^{} - \sum {G 6 P}_{H^{+}}^{}$
$Δ_{r} {P F K}_{H^{+}} = (\sum {F 1, 6 P}_{H^{+}}^{} + \sum {A D P}_{H^{+}}^{}) - (\sum {F 6 P}_{H^{+}}^{} + \sum {A T P}_{H^{+}}^{}) - 1$
$Δ_{r} {A l d}_{H} = (\sum {D H P}_{H^{+}}^{} + \sum {G 3 P}_{H^{+}}^{}) - \sum {F 1, 6 P}_{H^{+}}^{}$
$Δ_{r} {T P I}_{H^{+}} = \sum {G 3 P}_{H^{+}}^{} - \sum {D H P}_{H^{+}}^{}$
$Δ_{r} {G 3 P D H}_{H^{+}} = \sum {1, 3 B P G}_{H^{+}}^{} - (\sum {G s P}_{H^{+}}^{} + \sum {P i}_{H^{+}}^{})$
$Δ_{r} {P G K}_{H^{+}} = (\sum {3 P G}_{H^{+}}^{} + \sum {A T P}_{H^{+}}^{}) - (\sum {1, 3 B P G}_{H^{+}}^{} + \sum {A D P}_{H^{+}}^{})$
$Δ_{r} {P G M}_{H^{+}} = \sum {2 P G}_{H^{+}}^{} - \sum {3 P G}_{H^{+}}^{}$
$Δ_{r} {E n o l}_{H^{+}} = \sum {P E P}_{H^{+}}^{} - \sum {2 P G}_{H^{+}}^{}$
$Δ_{r} {P K}_{H^{+}} = (\sum {P y r}_{H^{+}}^{} + \sum {A T P}_{H^{+}}^{}) - (\sum {P E P}_{H^{+}}^{} + \sum {A D P}_{H^{+}}^{}) + 1$
*Lactate Production*
$Δ_{r} {L D H}_{H^{+}} = (\sum {L a}_{H^{+}}^{} - \sum {P y r}_{H^{+}}^{}) + 1$