| Literature DB >> 26413156 |
Gert Trausinger1, Christoph Gruber2, Stefan Krahulec2, Christoph Magnes3, Bernd Nidetzky2, Mario Klimacek2.
Abstract
BACKGROUND: Unlike xylose-converting natural yeasts, recombinant strains of Saccharomyces cerevisiae expressing the same xylose assimilation pathway produce under anaerobic conditions xylitol rather than ethanol from xylose at low specific xylose conversion rates. Despite intense research efforts over the last two decades, differences in these phenotypes cannot be explained by current metabolic and kinetic models. To improve our understanding how metabolic flux of xylose carbon to ethanol is controlled, we developed a novel kinetic model based on enzyme mechanisms and applied quantitative metabolite profiling together with enzyme activity analysis to study xylose-to-ethanol metabolisms of Candida tenuis CBS4435 (q xylose = 0.10 g/gdc/h, 25 °C; Y ethanol = 0.44 g/g; Y xylitol = 0.09 g/g) and the recombinant S. cerevisiae strain BP000 (q xylose = 0.07 g/gdc/h, 30 °C; Y ethanol = 0.24 g/g; Y xylitol = 0.43 g/g), both expressing the same xylose reductase (XR), comprehensively.Entities:
Keywords: BP000; Bioethanol; Candida tenuis CBS4435; Kinetic modeling; Metabolic control analysis; Metabolite profiling; Xylose fermentation
Year: 2015 PMID: 26413156 PMCID: PMC4582818 DOI: 10.1186/s13068-015-0340-x
Source DB: PubMed Journal: Biotechnol Biofuels ISSN: 1754-6834 Impact factor: 6.040
Fig. 1Xylose assimilation pathways addressed by metabolic engineering of S. cerevisiae. XR, XDH, XK and XI denote xylose reductase, xylitol dehydrogenase, xylulokinase and xylose isomerase, respectively
Fig. 2Representative substrate and product time courses of xylose-to-ethanol fermentation obtained for CBS4435 in a bioreactor under anaerobic conditions (a) and representative results from parameter estimation analysis (b). a Full circles xylose, empty circles xylitol, empty triangles ethanol, full squares CO2 (g/L CO2 produced), full triangles glycerol. b Full (empty) symbols indicate xylose (xylitol) concentrations. Fermentations were carried out with CBS4435 (circles) and BP000 [this study: biomass loading: 0.9 gdc/L, 18 g/L xylose (triangles down), 3.8 gdc/L, 18 g/L xylose (triangles up) and data from Ref. [20]: 12 g/L xylose and 1.6 gdc/L (squares)]. Solid lines indicate best fits obtained from parameter estimation analysis
Summary of product yields and specific xylose conversion rates obtained for BP000 and C. tenuis CBS4435
| BP000 | CBS4435 | |
|---|---|---|
| Cell loading (gdc/L) | 0.9 | 1.1 |
|
| 0.07 ± 0.01 | 0.10 ± 0.01 |
n.d. Not detectable
Fig. 3Metabolic flux maps of xylose-to-ethanol fermentation for CBS4435 (a) and BP000 (b) together with a collection of specific enzyme activities (c) and intracellular metabolites (d) obtained for CBS4435 (hatched boxes) and BP000 (grey boxes). a, b External metabolites are underlined. Relative fluxes normalized to q xylose (0.67 mmol/gdc/h for CBS4435 and of 0.47 mmol/gdc/h for BP000) are shown. ATP and CO2 formation were used individually as objective function; resultant fluxes were averaged and presented together with their standard deviations. c Specific enzyme activities determined at 25 °C are shown in µmol/min/mgprotein. d Intracellular metabolites are shown in µmol/gdc. EC energy charge
Fig. 4Reaction scheme of the kinetic model used in this work. Reversible reactions (R 1, R 2, R 3, R 6) are indicated by double arrows and enzymes are underlined. C3P and C5P refer to triose phosphates and pentose phosphates, respectively
Reaction-specific kinetic parameters used in kinetic modeling
| CtXRa | NAD(H) ( | NADP(H) ( |
|---|---|---|
| E | POb | POb |
|
| 1.0 | 1.3 |
|
| 13 | 25 |
|
| 0.18 ± 0.04 | 0.0019 ± 0.0001c |
|
| 0.04 ± 0.01 | 0.005 ± 0.002 |
|
| 98 ± 22 | 108 ± 17 |
|
| 392 | 3920 |
|
| 0.344 ± 0.03 | 0.0059 ± 0.0004c |
|
| 0.019 ± 0.005 | 0.008 ± 0.001 |
|
| 529 ± 34 | 220 ± 18 |
|
| 758 ± 48 | 556 ± 48 |
|
| 134 | 142 |
|
| 142 | 156 |
aA, B, P, Q relate to NAD(P)H, xylose, xylitol, and NAD(P)+, respectively
bPO, values were found within a predefined range by parameter optimization (see main text and Additional file 1: Table S3)
cValues obtained from ligand-binding analysis using fluorescence spectroscopy (this study)
dValues calculated from Haldane relationship K eq = V f2 K iP K mQ/(V r2 K iB K mA) [38]
eEquilibrium constants were calculated in accordance with the Haldane relationship [K eqHaldane = V f K mP K iQ/(V r K mB K iA)] [38]. Values can be compared to those experimentally obtained in this study (CtXR) or to reported K eqexp [39, 40]. Calculated Gibbs free energies of reaction of 6 ± 1 kJ mol−1 for the isomerization of xylose into xylulose [ΔG r = −RTln(K eqXRHaldane K eqXDHHaldane] or ΔG r = −RTln(K eqXRexp K eqXDHexp) are in excellence accordance with a value of 4.3 kJ mol−1 calculated from standard transformed Gibbs free energies of formation [41]
fReported kinetic parameters obtained from comprehensive full-kinetic study acquired at 25 °C in 50 mM potassium phosphate buffer pH 7.5 were applied [42]. A, B, P, and Q correspond to NAD+, xylitol, xylulose, and NADH, respectively. Note, to fulfill thermodynamic with respect to K eqexp reported upper limits were used for V r (1800 ± 350 s−1), K B (12 ± 2 mM) and lower limits for K P (8 ± 4 mM)
gValue was taken from [43]
hValues of kinetic parameters for XK, G6PDH, 6PGDH, and PGI were from Refs. [33, 44–46], respectively
iValue referred to CBS4435 (BP000). Note based on a sensitivity analysis implemented in Copasi K i of both ScG6PDH and CtG6PDH did not significantly influence FCC and YCC
Fig. 5Results from traditional MCA (a, b) and strain-to-strain MCA (c, d). a, b Display flux control coefficients (FCC) for q xylose and yield control coefficients (YCC) for Y xylitol, respectively. Note, in accordance with MCA theory FCC and YCC sum up to one (0.99 ± 0.02) and zero (0.01 ± 0.03), respectively [23]. Black and white bars represent data obtained for BP000 and CBS4435, respectively. c Shows the ratio of activity levels obtained for each reaction of CBS4435 (EACBS4435) and BP000 (EABP000) by parameter estimation analysis. Solid and dashed lines indicate ratios of 1 and 2, respectively. d Shows -fold changes on q xylose (full circles) and Y xylitol (empty circles) of BP000 due to individual changes of activity levels from the level obtained for BP000 (EABP000) to the level obtained for CBS4435 (EACBS4435). A ratio of 1 is indicated by the solid line. Positive (negative) values in a–d indicate an x-fold higher (lower) value relative to the reference value. Kinetic model obtained for BP000 was used as a reference in a–d
Fig. 6Results from predictability analysis. a, b Display comparisons of predicted to experimentally observed effects on q xylose and Y xylitol, respectively, relative to a reference state due to different network modification (see main text). Numbering used: 1 and 1′ fivefold and tenfold lower activity levels of PGI; 2, 4, 5, and 6 knockout, 20-fold and fivefold lower and 5.6-fold higher activity levels of G6PDH; 3 knockout of GND; 7′ (6.7–10)-fold higher activity levels of XR; 8′ and 9′ 29-fold and 72-fold higher activity levels of XDH. Data 7, 8 and 9 display corresponding effects after increasing the activity level of UG by a factor of 6 (XR: tenfold higher), 4 and 6, respectively. Solid lines indicate perfect match of simulated vs. experimentally obtained effects. To simulate knockouts, a specific activity of 0.001 µmol/min/mg−1 was assumed (a value <0.01 µmol/min/mg has been reported [18]). Error bars indicate reported and obtained, by in silico analysis (±10 % variation on the extent of activity level modification was assumed), standard deviations