Prime STAR HS DNA polymerase, restriction endonucleases, Genomic Extraction Kit, Fragment Purification Kit, Agarose Gel DNA Extraction Kit, and Plasmid Purification Kit were purchased from TaKaRa (Dalian, China). DNA sequencing was performed by Sangon (Shanghai, China). Isopropyl-β-D-l-thiogalactopyranoside (IPTG) was obtained from Sangon (Shanghai, China).
Strains, Plasmids, Primers, And Medium
The bacterial strains, plasmids and primers used in this study are listed in Tabe 1.
Strain ARTP-L04 was an L-leucine-producing strain that originated from strain ATCC 13032 by Atmospheric Room Temperature Plasma Mutagenesis (ARTP). E. coli DH5α was used as the host cells for propagating plasmids, and E. coli BL21 (DE3) was used as the host cells for protein expression. The E. coli strain was cultivated in Luria-Bertani (LB) medium at 37oC with vibration at 200 rpm. The C. glutamicum strain was grown in LBG medium (LB containing 5 g/L glucose) at 30oC. When appropriate, kanamycin (30 µg/mL for C. glutamicum, 50 µg/mL for E. coli) and 0.5 mM IPTG were added to the medium.
LBG medium was used as a seed culture medium. The fermentation medium was composed of 90 g/L glucose, 35 g/L (NH4)2SO4, 20 g/L corn steep liquor, 1 g/L KH2PO4, 0.5 g/L MgSO4·7H2O, 10 g/L CaCO3, 50 µg/L D-biotin, and 100 µg/L thiamine-HCl. D-biotin and thiamine-HCl were filter-sterilized and aseptically added to the medium. The medium component of CaCO3 was sterilized alone by dry heat sterilization at 160°C for 90 min before being added to the medium. Both media were adjusted to pH 7.5 using KOH.
Constructions Of Plasmids
Routine methods of molecular cloning (PCR, DNA restriction, and ligation) were carried out as previously described (Sambrook et al., 1989). EcoR І and XhoⅠ restriction sites and protective bases were introduced into primers of leuA-F1 and leuA-R1, respectively. Wild-type leuA was amplified with primers of leuA-F1 and leuA-R1 by PCR using genomic DNA of strain ATCC 13032 as a template. With the same primers, another gene fragment (leuAV) was obtained using genomic DNA of strain ARTP-L04 as a template. These two fragments were cleaved with EcoRⅠ and XhoⅠ and then ligated into vector pET28a, resulting in recombinant plasmids pET28a-leuA and pET28a-leuAV (Table 1), respectively. All resulting plasmids were sequenced for identification.
Table 1 Strains, plasmids and primers used in this study
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)
Origin from strain ARTP-L04 was indicated with superscript V. *Underlined bases were the restriction enzyme sites.
Using genomic DNA of strain ARTP-L04 as a template, the gene of leuAV was obtained with primers of leuA-F2 (containing XbaⅠ site) and leuA-R2 (containing EcoR І site) and subsequently ligated into vector pXMJ19, resulting in plasmid pXMJ19-leuAV. With the same primers, plasmid pXMJ19-leuA was also obtained using genomic DNA of strain ATCC 13032 as a template. Meanwhile, the gene of ilvBNV was amplified with primers of ilvBN-F and ilvBN-R using genomic DNA of strain ARTP-L04 as a template. After digestion with HindⅢ and XbaⅠ, the final PCR product was ligated into vector pXMJ-19 (similarly digested), resulting in recombinant plasmid pXMJ19-ilvBNV (Table 1). With XbaⅠand EcoR І, the fragment leuAV was digested and subsequently ligated into plasmid pXMJ19-ilvBNV (similarly digested), resulting in plasmid pXMJ19-ilvBNV/leuAV (Table 1). All resulting plasmids were sequenced for identification.
Constructions Of Recombinant Strains
For protein (α-IMPS) purification, plasmids of pET28a-leuAV and pET28a-leuA were transformed into E. coli BL21 (DE3), thereby resulting in recombinant E. coli strains (Table 1). To verify effect on L-leucine synthesis, plasmids pXMJ19-leuAV, pXMJ19-leuA, and pXMJ19-ilvBNV/leuAV were transformed into C. glutamicum ATCC 13032 by electrotransformation method (Tan et al., 2012), resulting in recombinant C. glutamicum strains (Table 1).
Protein Expression And Purification
Recombinant E. coli strains were grown in LB medium at 37°C till an OD600 of 0.6 was achieved, followed by induction using 0.5 mM IPTG. After 4 h of induction, cells were harvested by centrifugation at 6,000×g for 10 min at 4°C. Cells were disrupted by sonication in buffer A (0.5 M NaCl, 10 mM imidazole, and 20 mM HEPES, pH 8.0), and then the crude extract was obtained. The pET28a vector endows α-IPMS protein with an N-terminal His-tag. Therefore, the α-IPMS protein was purified by Ni-NTA affinity column under buffer B (0.5 mM NaCl, 0.5 mM imidazole, and 20 mM HEPES, pH 8.0). The recombinant protein was then eluted with 0.5 mL elution buffer (50 mM NaH2PO4, 300 mM NaCl, 250 mM imidazole, pH 8.0) and then dialyzed against 50 mM phosphate buffer (pH 7.0). The purified protein was stored in 50% glycerol at -70°C (Wandee et al., 2009).
Enzyme Assay
The α-IPMS activity was analyzed using 5, 5'-dithio-bis (2-nitrobenzoic acid) (DTNB) to detect the formation of coenzyme A (CoA) at a wavelength of 412 nm (Wandee et al., 2009; Kohlaw et al., 1969). The enzyme assay was performed in 150 µL buffer containing 50 µM Tris-HCl (pH 8.5), 20 µM KCl, 0.2 µM acetyl CoA, and 0.5 µM α-ketoisovaleric acid. The reaction was initiated by adding 100 µL purified proteins to 150 µL reaction buffer, followed by incubation at 37oC for 5 min. The reaction was stopped with the addition of 0.75 mL absolute ethanol and 0.5 mL 1 mM DTNB.
Feedback inhibition was determined at different concentrations of L-leucine. The enzyme kinetics curve was obtained by altering L-leucine concentrations. L-leucine was added to reaction mixtures at various final concentrations (0.1, 0.2, 0.3, 0.4, 0.5, 0.8, 1.0, 2.0, 3.0, 4.0 5.0, 10, and 20 mM).
Enzyme activity was defined as units (of enzyme) per milligram of protein. One unit of the enzyme was defined as the amount catalyzing the formation of 1 µM CoA per minute. Protein concentrations were determined as previously described (Bradford, 1976).
Fermentation
Strains of ATCC 13032/leuA, ATCC 13032/leuAV, ATCC 13032/ilvBNV, and ATCC 13032/ilvBNV-leuAV were grown in medium, and L-leucine levels of these strains were evaluated. Firstly, strains were inoculated in LBG medium by transferring single colonies from LBG plates, followed by incubation at 30°C and 200 rpm. After growing to the exponential phase (14–16 h), the seed culture was inoculated into a 500-mL flask containing 30 mL fermentation medium containing IPTG (0.5 mM). The resulting culture was incubated at 30oC for 72 h at 200 rpm.
Analytical Methods
Samples were collected and centrifuged at 1, 2000×g for 10 min at 4°C. Proteins were purified from the supernatant by trichloroacetic acid (30 g/L) and filtered through a membrane (pore size = 0.22 µm). Amino acids were pre-column derivatized by o-phthaldialdehyde (OPA) and then analyzed on an UltiMate 3000 UHPLC system (Thermo Technologies) equipped with a reverse-phase column (Zorbax Eclipse-AAA) and a UV detector at 338 nm according to the published procedure (Zhang et al., 2014; Zhang et al., 2013).