. 2001 May;126(1):445–462. doi: 10.1104/pp.126.1.445

Table IV.

Definition of flows (unconditional) for SHAG-ENZ (Fig. 3)

Flow	Contents	Description
F1	k_O2rO2^O2_radical^O2_radical ⁺ ko_SOD^c_SOD^O2_radical^*SOD	O⁻⁺ H⁺→0.5H₂O₂⁺ 0.5O₂
F2	k_ASCH2O2^ASC^H2O2 ⁺ Kcat_APX^c_APX^APX^ASC^H2O2/(kM_APX_ASC^H2O2 ⁺ kM_APX_H2O2^ASC ⁺ ASC^*H2O2)	0.5H₂O₂⁺ ASC → MDA ⁺ H₂O
F3	k_ASCO2^ASC^O2_radical	O₂⁻⁺ ASC ⁺ H⁺ → MDA ⁺ H₂O₂
F4 = F5	k_MDAMDA^MDA^MDA	MDA ⁺ MDA → ASC ⁺ DHA
F6 = F8	k_DHAGSH^GSH^DHA ⁺ Kcat_DAR^c_DAR^DHA^GSH/(kM_DAR_GSH^DHA ⁺ kM_DAR_DHA^GSH ⁺ GSH^DHA)	DHA ⁺ 2GSH → ASC ⁺ GSSG
F7 = F9	k_GSHO2^GSH^O2_radical	O₂⁻⁺ GSH ⁺ H⁺ → GS^·⁺ H₂O₂
F10	Kcat_GR^c_GR^GSSG^NADPH/(kM_GR_GSSG^NADPH ⁺ kM_GR_NADPH^GSSG ⁺ GSSG^NADPH)	GSSG ⁺ NADPH ⁺ H⁺ → 2GSH ⁺ NADP⁺
F11 = F12	Kcat_MDAR^c_MDAR^MDA^NADPH/(kM_MDAR_NADPH^MDA ⁺ kM_MDAR_MDA^NADPH ⁺ NADPH^MDA)	NADPH⁺⁺ H⁺⁺ 2MDA → NADP⁺⁺ 2ASC