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Applied and Environmental Microbiology, June 2007, p. 3859-3864, Vol. 73, No. 12
0099-2240/07/$08.00+0 doi:10.1128/AEM.02986-06
Copyright © 2007, American Society for Microbiology. All Rights Reserved.
,
Romy Chakraborty,3,7,
Héctor García Martín,4
Jeannie Chu,1,2
Terry C. Hazen,3,7 and
Jay D. Keasling1,2,5,6,7*
Synthetic Biology Department, Physical Biosciences Division, Lawrence Berkeley National Laboratory, Berkeley, California 94720,1
Department of Chemical Engineering, University of California at Berkeley, Berkeley, California 94720,2
Center for Environmental Biotechnology, Lawrence Berkeley National Laboratory, Berkeley, California 94720,3
DOE Joint Genome Institute, 2800 Mitchell Drive, Walnut Creek, California 94598,4
Department of Bioengineering, University of California at Berkeley, Berkeley, California 94720,5
California Institute for Quantitative Biomedical Research (QB3), University of California at Berkeley, Berkeley, California 94720,6
Virtual Institute for Microbial Stress and Survival,
,
Received 22 December 2006/ Accepted 18 April 2007
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To quantitatively analyze central metabolism in Geobacter sulfurreducens, a constraint-based model was developed using the annotated genome sequence and a series of physicochemical constraints (thermodynamic directionality, enzymatic capacity, and reaction stoichiometry) (22). While the model provided important insight into energy conservation, biosynthesis of building blocks (such as amino acids), and the relationship of the genotype to its phenotype, underdetermined models require one to assume an objective function (i.e., maximizing the specific growth rate) that may or may not be accurate and underdetermined models may have difficulty predicting fluxes through reversible reactions or reactions that may form futile cycles (7, 32, 39). Further, genes are often incorrectly annotated in sequenced genomes, and incorporation of these reactions into the model can affect the flux calculation. Even when genes are properly annotated, the presence of a gene does not indicate if it is being expressed.
Here we report a different approach to the analysis of fluxes in the central metabolic pathways of G. metallireducens GS-15. The cells were fed [13C]acetate, and the distribution of the 13C in amino acids was measured. Interpreted in light of the genome annotation, a model based on the atom transitions between metabolites in biochemical reactions calculated the fluxes through the central metabolic pathway (12, 32, 33, 35). The model did not require energy balances for the calculation and resolved bidirectional or futile reactions. This study provided flux information complementary to the recent in silico model predictions and extended our understanding of anaerobic carbon metabolism in Geobacter species.
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Determining metabolite concentrations and biomass composition.
The standard ferrozine assay was used to measure Fe(II) concentration during growth on acetate and Fe-NTA (21). Cell counts were performed using a microscope and acridine orange to stain cells. Briefly, a 100-µl sample was added to a 900-µl, 0.1% sodium polyphosphate solution and mixed well. This cell suspension (10 µl) was pipetted onto a 6-mm well of a slide. The slide was dried and heat fixed. Acridine orange stain (25 µl) was used to stain wells containing several dilutions of the cell samples. The slides were incubated in the dark for 2 min, washed, and then dried; the cells were counted using fluorescent microscopy. The concentrations of acetate in the culture supernatant (following centrifugation of the culture at 10,000 x g for 20 min at 4°C) were measured using enzyme assays (r-Biopharm, Darmstadt, Germany). The amino acid composition of the biomass protein was quantified using a Beckman 6300 amino acid analyzer (Beckman Coulter), performed by the Molecular Structure Facility at the University of California, Davis (http://msf.ucdavis.edu). Biomass constituents were taken from the literature (22): protein, 46%; RNA, 10%; DNA, 4%; lipids, 15%; total carbohydrate, 15%; lipopolysaccharides, 4%; and peptidoglycan, 4%. Those data were the initial estimates for the isotopomer model to calculate fluxes into biomass.
Isotopomer analysis of protein amino acids by GC-MS (33-35).
A 200-ml cell culture (2 x 108 cells/ml) was harvested by centrifugation at 10,000 x g for 20 min at 4°C and sonicated subsequently for 3 min. The protein from the resulting lysate was precipitated using trichloroacetic acid and then hydrolyzed in 6 M HCl at 100°C for 24 h. The amino acid-HCl solution was dried under nitrogen flow overnight. Gas chromatography-mass spectrometry (GC-MS) samples were prepared in 100 µl tetrahydrofuran (THF) and 100 µl N-(tert-butyldimethylsilyl)-N-methyl-trifluoroacetamide (Sigma-Aldrich). These samples were derivatized at 70°C for 1 h, producing tert-butyldimethylsilyl derivatives (33-35). One microliter of the derivatized sample was injected into a gas chromatograph (model HP6890; Agilent) equipped with a DB5-MS column (J&W Scientific, Falsom, CA) and analyzed using a mass spectrometer (model 5973; Agilent). The GC column was held at 150°C for 2 min, heated at 3°C per minute to 280°C, heated at 20°C per minute to 300°C, and held for 5 min at that temperature.
Annotated pathway map and algorithm for flux calculation.
The central biochemical pathways in G. metallireducens GS-15 include gluconeogenesis, the TCA cycle, and the pentose phosphate pathway (PPP) (1). Each reaction and its corresponding gene are listed in Table S1 in the supplemental material. To reduce computational time, the fluxes through the pools of amino acids, carbohydrate, and RNA/DNA were loosely constrained by the biomass production and the measured average biomass composition (see Table S2 in the supplemental material), and those fluxes were optimized using the isotopomer model based on the amino acid label information. The reversible reactions were characterized by their net flux, vi, and their exchange flux, viexch. The net flux was defined as the difference between forward and backward fluxes, vi
vi
. The exchange flux was the smaller of the forward and backward fluxes, min(vi
, vi
), and was used to calculate the exchange coefficient, exchi, according to references 33 and 38:
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i is the corresponding measurement errors, and Ni is the corresponding model-simulated MS data when a complete set of flux distribution (vn) and exchange coefficients were given to the isotopomer model. The optimal fluxes were calculated to be such that
was minimized using a simulated annealing approach with different initial conditions (27, 33). The initial annealing temperature was set to 50 and the final one to 0.01, with the temperature being decreased 100 times by a set fraction each time. In each run, approximately 10,000 to 100,000 moves were used, and the algorithm was restarted from the final position several times to check the reliability of the minimum. The examples of MATLAB programs for calculation of flux and exchange coefficients are available at http://vimss.lbl.gov/DvHFlux/AdvancedCodesWithAMM_IMM.rar. The solution produced isotopomer predictions consistent with measured data from both [1-13C]acetate and [2-13C]acetate experiments. |
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5 h with a late mid-log-phase density of
2.3 x 108 cells/ml, and the corresponding biomass concentration was 4.8 ± 0.3 mg/liter with a yield of 3.2 g (dry weight)/mol acetate. In the final sampling point, about 1.5 mM acetate was consumed and 11 mM Fe2+ was generated (equivalent to dissimilating 1.4 mM acetate). This result indicates that the Geobacter strain's biomass yield from oxidization of acetate is three times lower than the thermodynamic yield predictions (16.8 g [dry weight]/mol acetate) (36, 40). Under standard conditions (1 atm and 25°C, indicated by
), Fe3+ (
G
= 24.38 kcal/eq) has a similar electron potential as oxygen (
G
= 25.28 kcal/eq) (23). However, the Geobacter Fe(III) reduction site is extracellular (not in the cytoplasm); under Fe3+-NTA reduction, the electrons have to be transported outside the cell or into the periplasmic cytochrome pool, but the protons remain in the cytoplasm (22). This could result in dissipation of the membrane potential and acidifying the cytoplasm, which in turn could reduce the biomass yield that results from acetate via Fe3+ reduction compared to that obtained during oxygen or fumarate reduction (9, 22).
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FIG. 1. G. metallireducens GS-15 growth kinetics in minimal medium. , total cell number; , Fe2+ concentration; , acetate concentration.
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-carboxyl group (4, 6, 14, 37). The natural abundance of heavy isotopes common in organic molecules as well as in the derivatization agents was corrected for by using published algorithms (37). The corrected GC-MS data for eight key amino acids useful for model calculation, including [M57]+ and [M159]+, are provided in Table 1. The isotopomer distributions in the amino acids from hydrolyzed protein were used to examine the metabolic pathways. For example, the different labeling patterns of alanine and serine indicate that their precursors were not the same: alanine is derived from pyruvate, while serine is derived from phosphoglyceric acid. In each type of experiment, isotopomer patterns in some amino acids from the same precursor were similar and provided redundant isotopomer information (11): i.e., threonine and aspartate from oxaloacetate, and tyrosine and phenylalanine from PEP and erythrose-4-phosphate. Therefore, only one amino acid from each precursor listed in the table was used for model calculations. GC-MS cannot accurately measure the ion fragment [M57]+ (no loss, m/z = 302) for leucine and isoleucine because of the overlay of mass peaks (the mass fragment with only the
and ß carbons of leucine/isoleucine also has an m/z of 302) (37). |
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TABLE 1. Measured fragment mass distributions for 13C-labeled amino acids from G. metallireducens GS-15 hydrolysatesa
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FIG. 2. Metabolic flux distribution in G. metallireducens GS-15 under Fe3+ reduction conditions. Flux was determined based on [1-13C]acetate (upper numbers) and [2-13C]acetate (lower numbers) experiments. The acetate uptake rate was 21 mmol/g (dry weight)/h. The data in brackets are the exchange coefficients. The dotted arrows indicate the absence of an annotated gene for the step. Abbreviations: 6PG, 6-phosphogluconate; ACoA, acetyl-CoA; C1, 5,10-methyl-THF; C5P, ribose-5-phosphate (or ribulose-5-phosphate or xylulose-5-phosphate); CIT, citrate; E4P, erythrose-4-phosphate; F6P, fructose-6-phosphate; G6P, glucose-6-phosphate; ICT, isocitrate; MAL, malate; OAA, oxaloacetate; OXO, 2-oxoglutarate; PGA, 3-phosphoglycerate; PYR, pyruvate. S7P, sedoheptulose-7-phosphate; SUC, succinate; T3P, triose-3-phosphate.
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FIG. 3. Model quality test. , glutamate data; , aspartic acid data; , alanine and leucine data; , serine and glycine data; x, histidine data; , phenylalanine data; +, isoleucine data (isoleucine data were not used as constraints for the model calculation). The absolute GC-MS measurement errors were based on the information in Table 1.
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90) was into a complete TCA cycle; the second flow was (1.7 mmol/g [dry weight]/h, v
8) to pyruvate via pyruvate-ferredoxin oxidoreductase; and the third flow was into biomass production (e.g., synthesis of leucine and fatty acids). The genome annotation indicated that some key enzymes in gluconeogenesis were missing (EC 4.1.2.13, fructose-bisphosphate aldolase; EC 5.4.2.4, bisphosphoglycerate synthase; i.e., no reactions for glyceraldehyde-3-phosphate
ß-D-fructose-1,6-bisphosphate). However, the tracer experiments indicated that gluconeogenesis is actually complete, and the total flux was 0.5 mmol/g (dry weight)/h (v
2.5). The PPP is used for biosynthesis mainly when acetate is used as the sole carbon source. Although there are several alternative pathways to make ribose-5-phosphate (i.e., precursors of histidine and nucleotides), the model indicates that the major carbon flow to PPP is via the oxidative branch glucose-6-phosphate
6-phosphogluconate
ribose-5-phosphate, which generates NADPH (Fig. 2). In general, the isotopomer model gave results consistent with the previous predictions from a constraints-based model for a closely related species, G. sulfurreducens (22). However, the presence of PEP carboxykinase was not predicted by the constraints-based model but was found using the isotopomer model.
Characterization of GS-15 metabolism under Fe3+ reduction conditions.
Previous reports indicate that Geobacter possesses two acetyl-CoA production routes (via acetyl-CoA transferase or acetate kinase/phosphotransacetylase) to secure sufficient flux for growth, whereas other acetate-degrading anaerobic bacteria often use one pathway for acetyl-CoA formation. This study also indicated the flexibility of central metabolism in other carbon utilization routes. For example, pyruvate carboxylase activity was present (0.7 mmol/g [dry weight]/h; v
3.6); this is an alternative pathway to feed carbon into the TCA cycle by consuming ATP. Second, two carbon flows lead to PEP synthesis via pyruvate kinase/PEP synthase (
0.4 mmol/g [dry weight]/h; v
1.8) or PEP carboxykinase (
0.1 mmol/g [dry weight]/h; v
0.6). The presence of redundant pathways may stabilize cellular metabolism under conditions of environmental uncertainty (33). Meanwhile, the absence of the glyoxylate shunt (this pathway has not been annotated) was confirmed by the isotopomer analysis. On the other hand, the NADP+-dependent malic enzyme, which is inhibited by the presence of acetyl-CoA (13) and whose corresponding gene was annotated in the genome, had no flux. These results are consistent with the predictions from the genome-scale, constraints-based model (22). With respect to energy production, zero flux through the glyoxylate shunt and malic enzyme maximizes the total carbon flow through the oxidative TCA cycle and thus produces the most reducing power (NADH).
In general, decarboxylation reactions, such as the oxidative reactions in the PPP and the TCA cycle, are frequently irreversible (30). However, the model predicted extremely high reversibility (exch = 0.99) in the reaction that converts oxoglutarate to succinate compared to those in other microorganisms (41). This reaction contains two steps and is usually catalyzed by the enzymes oxoglutarate oxidoreductase (oxoglutarate
succinyl-CoA;
G
= 33.5 kJ/mol) and succinyl-CoA synthetase (succinyl-CoA
succinate;
G
= 2.9 kJ/mol) (25). The free energy of both steps indicates a positive driving force for converting oxoglutarate to succinate. However, the succinyl-CoA synthetase activity is absent in G. metallireducens, and acetyl-CoA transferase instead is used to complete the reaction: succinyl-CoA (+ acetate)
succinate (+ acetyl-CoA) (13). The reason for the very high reversibility between oxoglutarate and succinate is likely that the accumulation of acetyl-CoA forces the reaction in the reverse direction and thus inhibits the rate of carbon metabolism through TCA cycle. This may explain the slow growth of G. metallireducens under iron-reducing conditions, even though the organism can use the complete TCA cycle to oxidize carbon substrates similarly to other aerobic bacteria.
Growth of G. metallireducens while oxidizing acetate requires incorporation of CO2 into biomass (acetyl-CoA + CO2
pyruvate and pyruvate + CO2
oxaloacetate), and therefore our model evaluated the fate of the labeled 13C of carbon dioxide. Experiments with [1-13C]acetate and [2-13C]acetate both indicated that the [13C]CO2 in the medium was below 3% of total CO2 (Table 1). This is consistent with the fact that the labeled 13CO2 produced from acetate oxidization is negligible compared to the 12CO2 from the headspace gases (N2-CO2). The experiment performed with [1-13C]acetate introduced very little 13C (<3%) into the C1 pool (5,10-methyl-THF), while most of the C1 pool was labeled (82%) in the [2-13C]acetate experiments. This result confirms that C1 metabolism is mainly via the serine pathway, i.e., serine is converted to glycine and a C1 unit before being incorporated into protein. The carbon transition routes are *CH3COOH
*CH3COCOOH
*CH2(OH)CH(NH2)COOH
CH2NH2COOH + *C1 pool (where an asterisk indicates a labeled carbon).
In conclusion, this study demonstrates the usefulness of 13C metabolic flux analysis as a tool for verifying genome annotation, characterizing the physiological state of microorganisms, and mapping the central metabolism in anaerobic bacteria. The results from our technique provide valuable information complementary to genome-based modeling approaches, resulting in a comprehensive understanding of central carbon metabolism in microorganisms. Our study indicates that G. metallireducens strain GS-15 utilizes the complete TCA cycle to oxidize acetate to CO2 while reducing soluble Fe(III)-NTA. A futile pathway (pyruvate
oxaloacetate
PEP) is also evident by isotopomer data. Although the annotated genome indicates the absence of a few key enzymes in gluconeogenesis and some amino acid synthesis pathways, our 13C tracer experiments demonstrate that those pathways are actually complete and G. metallireducens may contain some undocumented metabolic routes; e.g., an unusual isoleucine biosynthesis pathway possibly via citramalate as the intermediate is suggested by isotopic data. In combination with physiological data on the environmentally relevant microbe G. metallireducens, this study helps our understanding of carbon assimilation in the survival of such organisms in the environment.
This work is part of the Virtual Institute for Microbial Stress and Survival (http://VIMSS.lbl.gov), supported by the U.S. Department of Energy, Office of Science, Office of Biological and Environmental Research, Genomics: GTL Program through contract DE-AC02-05CH11231 between the Lawrence Berkeley National Laboratory and the U.S. Department of Energy.
Published ahead of print on 27 April 2007. ![]()
Supplemental material for this article may be found at http://aem.asm.org/. ![]()
These authors made equal contributions to the study. ![]()
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