| Literature DB >> 28922469 |
Thomas F T Rexer1, Anna Schildbach2, Jan Klapproth2, Angelika Schierhorn3, Reza Mahour1, Markus Pietzsch2, Erdmann Rapp1, Udo Reichl1,4.
Abstract
Glycosylation of proteins is a key function of the biosynthetic-secretory pathway in the endoplasmic reticulum (ER) and Golgi apparatus. Glycosylated proteins play a crucial role in cell trafficking and signaling, cell-cell adhEntities:
Keywords: cell-free synthesis; enzymatic catalysis; in vitro N-glycoengineering; kinetic modeling; nucleotide sugar regeneration
Mesh:
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Year: 2017 PMID: 28922469 PMCID: PMC5765510 DOI: 10.1002/bit.26454
Source DB: PubMed Journal: Biotechnol Bioeng ISSN: 0006-3592 Impact factor: 4.530
Figure 1Engineered in vitro GDP‐mannose pathway with enzymes from different microorganisms expressed in E. coli: Glucokinase (His6‐Glk), phosphomannomutase (ManB‐His6) and mannose‐1‐phosphateguanyltransferase (ManC), inorganic pyrophosphatase (PmPpA‐His6), 1‐domain polyphosphate kinase 2 (His6‐1D‐Ppk2) in vitro coupled to β‐1,4‐mannosyltransferase (Alg1ΔTM) for the production of phytanyl‐PP‐(GlcNAc)2‐Man1 with GDP‐mannose regeneration
Figure 2(a) UV‐Chromatogram of a 170 µM standard sample for the developed and optimized elution (KOH) gradient. The UV wavelength for detection was 260 nm. ADP, GDP‐mannose, ATP, GDP, and GTP concentrations were quantified by UV signals. The assay was validated. (b) Conductivity chromatogram of a 170 µM standard sample for the developed and optimized elution (KOH) gradient. Suppression of hydroxide ions was conducted by the electronically regenerated suppressor ERS500 from Dionex. The large peak at 5 min was caused by Cl− ions. Man1P, man6P, phosphate (P), and diphosphate (DP) concentrations were measured by conductivity detection. The assay was validated
Figure 3Analysis of the degree of purity of enzymes used for the GDP‐mannose regeneration cycle (SDS–PAGE, Coomassie stained). The concentrations of the purified proteins were 0.4–0.7 mg/ml. Lane 1–Molecular weight marker (PageRulerTM Unstained Low Range Protein Ladder, Thermo Fisher Scientific, Schwerte)
Simple models based on mass action kinetics to describe the experimental data
| Enzyme | EC No. | Catalyzed reaction | Reaction rate equation | Estimated parameters | |
|---|---|---|---|---|---|
| His6‐Glk | 2.7.1.2 | man + ATP→ man6P + ADP |
| k1 = 11.320 | L2/(min g mol) |
| His6‐1D‐Ppk2 | 2.7.4.1 | PolyP14 + ADP↔ PolyP13 + ATP |
| k2 = 0.519 Keq1 = 2.289 k3 = 0.439 Keq2 = 1.816 | L/(min g) L/(min g) |
| PolyP14 + GDP↔PolyP13 + GTP |
| ||||
| ManB‐His6/ManC | 5.4.2.8 2.7.7.13 | GTP + man6P ↔GDP‐man + PP PP + H2O→ 2 Pi |
| k4 = 18.163 Keq3 = 0.032 k5 = 0.130 | L2/(min g mol) L/(min g) |
| PmPpA‐His6 | 3.6.1.1 | PP + H2O→ 2 Pi |
| k6 = 13.152 | L/(min g) |
|
| |||||
| His6‐Glk, His6‐1D‐Ppk2, ManB‐His6/ManC, PmPpA‐His6 | PolyP14 + man + GDP→ GDP‐man + PolyP12 |
| k4,opt = 0.005 | L2/(min g mol) | |
| ALG1ΔTM | phyt‐PP‐(GlcNAc)2 + GDP‐man→ phyt‐PP‐(GlcNAc)2‐man1 + GDP |
| k7 = 8.1 · 109 | L4/(min g mol3) | |
| His6‐Glk, His6‐1D‐Ppk2, ManB‐His6/ManC, PmPpA‐His6, ALG1ΔTM | phyt‐PP‐(GlcNAc)2 + PolyP14 + man + GDP→phyt‐PP‐(GlcNAc)2‐man1 + PolyP12 |
| k2,opt = 0.097 k3.opt = 0.041 | L/(min g) L/(min g) | |
The parameters were estimated by fitting the experimental data sets of single and multi‐enzyme reactions, respectively, to the equations. Due to the large amount of data not all reactions and fits can be depicted. Denotation: r i reaction rate, k i rate constant for mass action kinetics, e i enzyme concentration, [i] metabolite concentration, and K eqi equilibrium constant. PP = pyrophosphate.
Figure 4(a) Irreversible man6P synthesis by His6‐Glk (1 mg/ml) from ATP (1.7 mM) using different mannose concentrations. The lines represent the model (see Table 1). (b) Reverse reaction of the ManB‐His6/ManC (0.171 mg/ml) complex: GDP‐mannose and pyrophosphate are converted to GTP and man6P catalyzed by ManB and ManC. Subsequently, the synthesis of the GDP‐man is largely dependent on the conversion of pyrophosphate to phosphate. The fits depicted are fits to the entire data set of His6‐Glk and ManB‐His6/ManC, respectively, catalyzed reactions
Figure 9GDP‐mannose cascade coupled to Alg1ΔTM to produce phytanyl‐PP‐(GlcNAc)2‐Man1 (Man1) with continuous regeneration of GDP‐mannose. Experimental data (dots) and simulated data (lines). Reaction conditions as in Figure 7 plus 0.1 mg/ml Alg1ΔTM and 0.7 mM phytanyl‐PP‐(GlcNAc)2. Man1 concentrations are estimated from normalized relative peak areas of (GlcNAc)2 and Man1. The error bars represent the standard deviation of the mean calculated from three replicates. (a) ADP and ATP concentrations, (b) GDP, GTP, and Man1 concentrations
Figure 5(a) Phosphorylation of ADP and GDP by His6‐1D‐Ppk2 (0.05 mg/ml): ATP concentration profile (ADP, GDP, and GTP not shown) with various initial PolyP14 concentrations. Starting concentrations were 0.2 mM ADP, 0.2 mM GDP, and various PolyP14 conc. (see legend). The lines represent the model based on mass action kinetics. It was not possible to obtain a simple kinetic rate law to model the reaction inhibition of high and low concentrations of PolyP14. (b) The phosphorylation reactions of ADP and GDP are independent of each other at the investigated conditions. Starting concentrations: Blue cross: 0.15 mM ADP versus blue circles: 0.15 mM ADP, 0.5 mM GDP; green cross: 0.15 mM GDP versus green triangles: 0.15 mM GDP, 0.5 mM ADP. The lines represent the concentrations of GTP (green) and ATP (blue) obtained from simulations. 150 µM is the highest possible GTP and ATP conc., respectively, according to the mass balance. The fits depicted are fits to the entire data set of His6‐1D‐Ppk2 catalyzed reactions
Figure 6Cascade reaction for the production of GDP‐mannose starting from mannose, ADP, GDP, and PolyP14–experimental (dots) and simulated data (lines). Enzyme concentrations are His6‐Glk 0.5 mg/ml, His6‐1DPpk2 0.05 mg/ml, ManB‐His6/ManC 0.3 mg/ml, and PmPpA‐His6 0.1 mg/ml and initial concentrations ADP 0.8 mM, GDP 0.8 mM, mannose 6 mM, and PolyP14 4 mM. Reaction conditions: pH 7.5, 30°C and 10 mM MgCl2. The error bars represent the standard deviation of the mean calculated from four replicates. The fits depicted are fits to the entire data set of ManB‐His6/ManC catalyzed reactions. (a) ADP and ATP concentrations, (b) GDP concentration, (c) GTP concentration, (d) GDP‐man concentration
Figure 7GDP‐mannose concentration over time for cascade reaction starting from mannose, ADP, GDP, and PolyP14. Enzyme concentrations were His6‐Glk 0.5 mg/ml, His6‐1D‐Ppk2 0.05 mg/ml, ManB‐His6/ManC 0.3 mg/ml, and PmPpA‐His6 0.1 mg/ml. Initial substrate concentrations are ADP 0.8 mM, GDP 0.8 mM, mannose 6 mM, and PolyP14 4 mM; reaction conditions were pH 7.5, 30°C and 10 mM MgCl2 unless stated otherwise. The error bars of the standard reaction represent the standard deviation of the mean calculated from four replicates. (a) Experimental data (dots) and modeled data with k4,opt (lines) for various initial concentrations; (b) GDP‐mannose concentration for reactions at pH values 7.0, 7.5, and 8.0; (c) GDPmannose concentration for reactions at 25, 30, and 35°C; (d) GDP‐mannose concentrations for MgCl2 concentrations of 5, 10, and 20 mM. The fits depicted are fits to the entire data set of multi‐enzyme catalyzed reactions
Figure 8Electropherograms obtained by xCGE‐LIF of the multi‐enzyme cascade including Alg1ΔTM at different reaction time points. Reaction conditions as in Figure 7 plus 0.1 mg/ml Alg1ΔTM and 0.7 mM phytanyl‐PP‐(GlcNAc)2. The evolution of GlcNAc2‐Man1 (Man1) peaks at 101 MTU” is apparent. Migration times of 101 MTU” for GlcNAc2‐Man1 glycans are in agreement with the glyXtool™ database. Commercial LIZ™ base pair standard and 2nd NormMix from glyXera GmbH (Magdeburg, Germany) were used for the first and second migration time normalization. Peaks at 91 and 136 MTU” are 2nd NormMix peaks. The peak at 126 MTU” is an unknown impurity peak