Description:
Genetic manipulation of Clostridium
Summary
A research team led by Prof Nigel Minton has developed ways to engineer species of Clostridium to either introduce news genes into their chromosome or to delete gene sequences from their genome. The Clostridia have until now been recalcitrant species for gene manipulation, however, our new technology enables Clostridia to be manipulated for industrial, research and other applied uses. We have three current patent applications to protect various aspects of the technology. By way of example one is outlined here.
This technology enables the sequential insertion of genes into the bacterial genome with positive selection at each stage to enable the construction of e.g. artificial operons.
Key Benefits
Hitherto it has not been possible to manipulate the genomes of Clostridia in a targeted and controlled way. Using Prof Minton’s technologies it is now possible to introduce new enzyme encoding genes into species of Clostridia, to use homologous recombination to modify existing gene sequences and in general be able to modify the genomic sequence of Clostridia in much the same way as E.coli and other bacterial species have been routinely modified.
IP Status
This patent is currently in PCT published as WO2009/101400. The University is looking to licence this technology and two related patented technologies for the genetic manipulation of Clostridia in a range of fields.
Technical Information
![](data:image/png;base64,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)
Recombination may occur at any of the homology arms (A), (B) and (C) of the plasmid and the corresponding homology arms of the chromosome. Here the cargo DNA is represented as Bio-Bricks 1-4. The cargo sequence may include an appropriate promoter to direct transcription of the pyrZ and pyrD ORFs in the desired final recombinant cell, as illustrated. The phenotype of the host cell is indicated in box. The phenotype that the plasmid confers on the host cell is also indicated in a box. In step 1 indicated by the first arrow, a first homologous recombination event occurs between the plasmid and the chromosome. Possible products of the first recombination event resulting from homologous recombination at either one of the three pairs of homology arms (A), (B) or (C) are illustrated, together with the phenotype conferred on the host cell. For each first recombination product, pairs of homology arms which are able to mediate a second recombination event are indicated by thin dashed lines. Adjacent to each dotted line is a circle containing a “+” or a “–“ sign. The “+” sign indicates that the product of homologous recombination at the relevant homology arms confers uracil prototrophy. The “-“ sign indicates that the host cell containing the relevant product is a uracil auxotroph. The desired product of the second recombination event can be obtained from the type (C) first recombination product, by homologous recombination at the pair of homology arms indicated with thick dashed lines. In the second step indicated by the arrow, this desired product is formed as illustrated. The phenotype of the cell containing this product is indicated in the box. Key: “uracil –ve” means uracil auxotroph; “uracil +ve” means uracil prototroph; “Tm” means thiamphenicol; “FOA” means fluoroorotic acid; “R” means resistance phenotype; “S” means sensitive phenotype; “ori” is the origin of replication of the plasmid.