Biochemical and molecular characterization of a levansucrase from Lactobacillus reuteri

被引:93
作者
van Hijum, SAFT
Szalowska, E
van der Maarel, MJEC
Dijkhuizen, L
机构
[1] Univ Groningen, TNO, RUG, Ctr Carbohydrate Bioengn, NL-9750 AA Haren, Netherlands
[2] Univ Groningen, Dept Microbiol, Groningen Biomol Sci & Biotechnol Inst, NL-9750 AA Haren, Netherlands
[3] TNO, Nutr & Food Res, Innovat Ingredients & Prod Dept, NL-9723 CC Groningen, Netherlands
来源
MICROBIOLOGY-SGM | 2004年 / 150卷
关键词
D O I
10.1099/mic.0.26671-0
中图分类号
Q93 [微生物学];
学科分类号
071005 ; 100705 ;
摘要
Lactobacillus reuteri strain 121 employs a fructosyltransferase (FTF) to synthesize a fructose polymer [a fructan of the levan type, with beta(2-->6) linkages] from sucrose or raffinose. Purification of this FTF (a levansucrase), and identification of peptide amino acid sequences, allowed isolation of the first Lactobacillus levansucrase gene (lev), encoding a protein (Lev) consisting of 804 amino acids. Lev showed highest similarity with an inulosucrase of L. reuteri 121 [Inu; producing an inulin polymer with beta(2-->1)-linked fructosyl units] and with FTFs from streptococci. Expression of lev in Escherichia coli resulted in an active FTF (LevDelta773His) that produced the same levan polymer [with only 2-3 % beta(2-->1-->6) branching points] as L. reuteri 121 cells grown on raffinose. The low degree of branching of the L. reuteri levan is very different from bacterial levans known up to now, such as that of Streptococcus salivarius, having up to 30 % branches. Although Lev is unusual in showing a higher hydrolysis than transferase activity, significant amounts of levan polymer are produced both in vivo and in vitro. Lev is strongly dependent on Ca2+ ions for activity. Unique properties of L. reuteri Lev together with Inu are: (i) the presence of a C-terminal cell-wall-anchoring motif causing similar expression problems in Escherichia coli, (ii) a relatively high optimum temperature for activity for FTF enzymes, and (iii) at 50 degreesC, kinetics that are best described by the Hill equation.
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页码:621 / 630
页数:10
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