Team:Shenzhen/Result/YAO.Factory

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Yao.032-001.jpg

Contents

Introduction

        In order to estimate to what extent our YAO system has improved the ability of producing IPP, FPP and GPP in the engineered cell, we construct a model for biochemical reactions of mevalonate pathway in yeast.

        At first we plan to model the reactions at equilibrium states. However, as Gibbs free energy for most of the reactions in mevalonate pathway are unavailable, we decide to model them by Michealis-Menton kinetics at the beginning of the reactions when no products have been accumulated.

Simulation

    For acetoacetyl-CoA thiolase, the reaction is

    Eqn33.jpg

    The rate expression is defined as

    Eqn34.jpg

    Table 1. Parameters for acetoacetyl-CoA thiolase

Parameter

Defination

Value(mM)

Organism

KmA

binding constant of AcCoA

0.33

Zoogloea ramigera

KiA

Inhibit constant of AcCoA

0.0014

Rattus norvegicus

    For 3-hydroxy-3-methylglutaryl coenzyme A synthase, the reaction is

    Eqn35.jpg

    The rate expression is defined as

    Eqn36.jpg

    Table 2. Parameters for 3-hydroxy-3-methylglutaryl coenzyme A synthase

Parameter

Definition

Value(mM)

Organism

KmA(mM)

binding constant for AcCoA

0.014

Saccharomyces cerevisiae

KmB(mM)

binding constant for AcacCoA

0.003

Saccharomyces cerevisiae

KiB(mM)

inhibit constant for AcacCoA

0.008

Saccharomyces cerevisiae

KiC1(mM)

inhibit constant for CoA on AcCoA

0.038

Saccharomyces cerevisiae

KiC2(mM)

Inhibit constant for CoA on AcacCoA

0.06

Saccharomyces cerevisiae

    For HMG-CoA Reductase, the reaction is

    Eqn37.jpg

    The rate expression is defined as

    Eqn38.jpg

    Table 3. Parameters for HMG-CoA Reductase

Parameter

Definition

Value(mM)

Organism

KmA

binding constant for HMG-CoA

0.045

Sulfolobus solfataricus

KmB

Binding constant for NADPH

0.023

Sulfolobus solfataricus

    For mevalonate kinase, the reference reaction is

    Eqn39.jpg

    The rate expression is defined as

    Eqn40.jpg

    Table 4. Parameters for mevalonate kinase

Parameter

Definition

Value(mM)

Organism

KmA

binding constant for MVA

0.0408

Homo sapiens

KmB

binding constant for ATP

7.4

Saccharomyces cerevisiae

KiADP

inhibit constant for ADP

2.7

Enterococcus faecalis

    For phosphomevalonate kinase, the reference reaction is

    Eqn41.jpg

    The rate expression is defined as

                    

    Eqn42.jpg

    Table 5. Parameters for phosphomevalonate kinase

Parameter

Definition

Value(mM)

Organism

KmA

binding constant for MVA-5P

0.034

Homo sapiens

KmB

binding constant for ATP

0.107

Homo sapiens

KiB

inhibit constant for ATP

0.137

Streptococcus pneumoniae

KiADP

Inhibit constant for ADP

0.41

Streptococcus pneumoniae

    For mevalonate pyrophosphate decarboxylase, the reference reaction is

    Eqn43.jpg

    The rate expression is defined as

    Eqn44.jpg

                          

    Table 6. Parameters of mevalonate pyrophosphate decarboxylase

Parameter

Definition

Value(mM)

Organism

KmA

binding constant for MVA-5PP

0.123

Saccharomyces cerevisiae

KmB

binding constant for ATP

0.061

Saccharomyces cerevisiae

    For isopentenyl diphosphate:dimethylallyl diphosphate isomerase, the reaction is

    Eqn46.jpg

    The rate expression is defined as

    Eqn47.jpg

    Table 7.

Parameter Definition Value(mM) Organism
Km Binding constant for IPP 0.035 Saccharomyces cerevisiae

    For farnesyl diphosphate synthase, the first reaction is:

    Eqn48.jpg

    The rate expression is defined as

    Eqn49.jpg

    The second reaction is

    Eqn50.jpg

    The rate expression is

    Eqn51.jpg

    Table 7. Parameters for the ERG20

Parameter Definition Value(mM) Organism
KmA binding constant for DMA-PP 0.009 Abies grandis
KmB binding constant for I-PP 0.0018 Abies grandis
KmC binding constant for GPP 0.0153 Abies grandis

    Table 8. The turnover rate for each enzyme

Enzyme

Substrate

Turnover rate(1/s)

Organism

acetoacetyl-CoA thiolase

Acetyl-CoA

2.1

Zoogloea ramigera

3-hydroxy-3-methylglutaryl coenzyme A synthase

Acetyl-CoA

0.0667

Gallus gallus

hydroxymethylglutaryl-CoA reductase

hydroxymethylglutaryl-CoA

0.023

Rattus norvegicus

mevalonate kinase

(R)-mevalonate

21.9

Rattus norvegicus

phosphomevalonate kinase

phosphomevalonate

10.2

Sus scrofa

mevalonate pyrophosphate decarboxylase

5-diphosphomevalonate

4.9

Saccharomyces cerevisiae

isopentenyl diphosphate:dimethylallyl diphosphate isomerase

isopentenyl diphosphate

0.2

Sulfolobus shibatae

farnesyl diphosphate synthase

isopentenyl diphosphate

0.49

Mycobacterium tuberculosis H37Rv

farnesyl diphosphate synthase

geranyl diphosphate

0.2

Mycobacterium tuberculosis H37Rv

    We set the concentration of Actyl-CoA to 1000μM, and consider it as a constant. For simplicity, we assume the concentration of Actyl-CoA is the same in YAO and cytoplasm. The concentration of ATP, ADP and NADPH is set to 1500μM, 1500μM and 100μM respectively and considered as constants. Concentrations of all other metabolite are set to 0 in the beginning.

Result

        Our Yao clustered the enzymes in a small space, so that the concentration of enzymes in YAO will be higher than in cytoplasm. We assume that the volume of YAO is 1/10000 of that of cell, and a cell often contains 20 YAOs. Thus the concentrations of enzymes in YAO should be 500 times of that in cytoplasm. However, the transported rate of enzymes with signal peptides should be considered. We let it range from 0.002 to 1, thus ratio of concentrations of enzymes between YAO and cytoplasm range from 0 to 500.

        We then plot the concentration of IPP, GPP and FPP as a function of time at different concentration of enzymes.

    Result yao factory p1.jpg

    Figure 1. Production of IPP at different concentrations of enzymes.

    Result yao factory p2.jpg

    Figure 2. Production of GPP at different concentrations of enzymes.

    Result yao factory p3.jpg

    Figure 3. Production of FPP at different concentrations of enzymes.

        We can see from the plot that the production of IPP, GPP and FPP in a certain period of time after the beginning of the reactions increase dramatically as the concentrations of enzymes increase.

        As the concentrations of products are increasing, need for ATP and NADPH also increase. The concentrations of NADPH and ATP will limit the produce of IPP, GPP and FPP. We then let the constant concentrations of NADPH and ATP range from 0 to maximum to see their affects on production.

    Result yao factory p4.jpg

    Figure 4. Production of IPP at different concentrations of NADPH.

    Result yao factory p5.jpg

    Figure 5. Production of IPP at different concentrations of ATP.

        Our results show that concentrations of both ATP and NADPH do not have significant affects on production at the beginning of the reactions.

References

    [1] Ro, D.K., et al., Production of the antimalarial drug precursor artemisinic acid in engineered yeast. Nature, 2006. 440(7086): p. 940-3.

    [2] Middleton, B., The kinetic mechanism and properties of the cytoplasmic acetoacetyl-coenzyme A thiolase from rat liver. Biochem J, 1974. 139(1): p. 109-21.

    [3] Tanzawa, K. and A. Endo, Kinetic analysis of the reaction catalyzed by rat-liver 3-hydroxy-3-methylglutaryl-coenzyme-A reductase using two specific inhibitors. Eur J Biochem, 1979. 98(1): p. 195-201.

    [4]Middleton, B., The kinetic mechanism of 3-hydroxy-3-methylglutaryl-coenzyme A synthase from baker's yeast. Biochem J, 1972. 126(1): p. 35-47.

    [5] Voynova, N.E., S.E. Rios, and H.M. Miziorko, Staphylococcus aureus mevalonate kinase: isolation and characterization of an enzyme of the isoprenoid biosynthetic pathway. J Bacteriol, 2004. 186(1): p. 61-7.

    [6] Scheer, Maurice. BRENDA. 2011.  http://www.brenda-enzymes.org/