messiha3

Used for Table 7b in the manuscript.

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Title

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Affiliations

Abstract

Journal

Unit definitions have no effect on the numerical analysis of the model. It remains the responsibility of the modeler to ensure the internal numerical consistency of the model. If units are provided, however, the consistency of the model units will be checked.

Name Definition
Id Name Spatial dimensions Size
default 1.0
Id Name Initial quantity Compartment Fixed
E4P 0.029 default
G6L 0.1 default
NADPH 0.16 default
P6G 0.25 default
R5P 0.118 default
Ru5P 0.033 default
S7P 0.082 default
X5P 0.041 default

Initial assignments are expressions that are evaluated at time=0. It is not recommended to create initial assignments for all model entities. Restrict the use of initial assignments to cases where a value is expressed in terms of values or sizes of other model entities. Note that it is not permitted to have both an initial assignment and an assignment rule for a single model entity.

Definition
Id Name Objective coefficient Reaction Equation and Kinetic Law Flux bounds
v_E4Psink E4P = ∅

E4Psinkk*E4P
v_GND P6G = NADPH + Ru5P

(GND1*kcatGND1*NADP*P6G)/(KnadpGND1*Kp6gGND1*(1 + NADP/KnadpGND1 + NADPH/KnadphGND1)*(1 + P6G/Kp6gGND1 + Ru5P/Kru5pGND1)) + (GND2*kcatGND2*NADP*P6G)/((1 + NADP/KnadpGND2 + NADPH/KnadphGND2)*(1 + P6G/Kp6gGND2 + Ru5P/Kru5pGND2))
v_NADPHoxidase NADPH = ∅

NADPHoxidasek*NADPH
v_R5Psink R5P = ∅

R5Psinkk*R5P
v_RKI Ru5P = R5P

(RKI1*RKIkcat*(-(R5P/RKIKeq) + Ru5P))/(RKIKru5p*(1 + R5P/RKIKr5p + Ru5P/RKIKru5p))
v_RPE Ru5P = X5P

(RPE1*RPEkcat*(Ru5P - X5P/RPEKeq))/(RPEKru5p*(1 + Ru5P/RPEKru5p + X5P/RPEKx5p))
v_SOL G6L = P6G

(SOL3*SOLkcat*G6L)/(SOLKg6l*(1 + G6L/SOLKg6l + P6G/SOLKp6g))
v_TAL S7P = E4P

(kcatTAL1*TAL1*(-((F6P*E4P)/TALKeq) + GAP*S7P))/((1 + F6P/Kf6pTAL1 + GAP/KgapTAL1)*KgapTAL1*Ks7pTAL1*(1 + E4P/Ke4pTAL1 + S7P/Ks7pTAL1)) + (NQM1*TALkcatNQM1*(-((F6P*E4P)/TALKeq) + GAP*S7P))/((1 + F6P/TALKf6pNQM1 + GAP/TALKgapNQM1)*TALKgapNQM1*TALKs7pNQM1*(1 + E4P/TALKe4pNQM1 + S7P/TALKs7pNQM1))
v_TKLE4P E4P + X5P = ∅

(TKL1*TKLE4Pkcat*(-((F6P*GAP)/TKLE4PKeq) + E4P*X5P))/(Ke4pTAL*Kx5pTAL*(1 + F6P/Kf6pTAL + E4P/Ke4pTAL + R5P/Kr5pTAL + S7P/Ks7pTAL)*(1 + GAP/KgapTAL + X5P/Kx5pTAL))
v_TKLR5P R5P + X5P = S7P

(TKL1*TKLR5Pkcat*(-((GAP*S7P)/TKLR5PKeq) + R5P*X5P))/(Kr5pTAL*Kx5pTAL*(1 + F6P/Kf6pTAL + E4P/Ke4pTAL + R5P/Kr5pTAL + S7P/Ks7pTAL)*(1 + GAP/KgapTAL + X5P/Kx5pTAL))
v_ZWF ∅ = G6L + NADPH

(G6P*NADP*ZWF1*ZWFkcat)/(ZWFKg6p*ZWFKnadp*(1 + G6P/ZWFKg6p + G6L/ZWFKg6l)*(1 + NADP/ZWFKnadp + NADPH/ZWFKnadph))

Global parameters

Id Value
E4Psinkk 0.01
EXTERNAL 0.0
F6P 0.325
G6P 0.0
GAP 0.067
GND1 0.013
GND2 0.003
Ke4pTAL 0.946
Ke4pTAL1 0.362
Kf6pTAL 1.1
Kf6pTAL1 1.44
KgapTAL 0.1
KgapTAL1 0.272
KnadpGND1 0.094
KnadpGND2 0.094
KnadphGND1 0.055
KnadphGND2 0.055
Kp6gGND1 0.062
Kp6gGND2 0.115
Kr5pTAL 0.235
Kru5pGND1 0.1
Kru5pGND2 0.1
Ks7pTAL 0.15
Ks7pTAL1 0.786
Kx5pTAL 0.67
NADP 0.0
NADPHoxidasek 100.0
NQM1 0.02
R5Psinkk 0.01
RKI1 0.05
RKIKeq 4.0
RKIKiru5p 9.88
RKIKr5p 5.7
RKIKru5p 2.47
RKIkcat 335.0
RPE1 0.03
RPEKeq 1.4
RPEKru5p 5.97
RPEKx5p 7.7
RPEkcat 4020.0
SOL3 0.0296
SOLKg6l 0.8
SOLKp6g 0.5
SOLkcat 4.3
TAL1 0.144
TALKe4pNQM1 0.305
TALKeq 1.05
TALKf6pNQM1 1.04
TALKgapNQM1 0.272
TALKs7pNQM1 0.786
TALkcatNQM1 0.694
TKL1 0.455
TKLE4PKeq 10.0
TKLE4Pkcat 47.1
TKLR5PKeq 1.2
TKLR5Pkcat 40.5
ZWF1 0.02
ZWFKg6l 0.01
ZWFKg6p 0.042
ZWFKnadp 0.045
ZWFKnadph 0.017
ZWFkcat 189.0
cell 1.0
kcatGND1 28.0
kcatGND2 27.3
kcatTAL1 0.694
sumNADP 0.33

Local parameters

Id Value Reaction

Assignment rules

Definition
G6P = 0.9
NADP = sumNADP - NADPH

Rate rules

Definition

Algebraic rules

Definition
Trigger Assignments