Introduction of guest peptides into Escherichia coli alkaline phosphatase: Excision and purification of a dynorphin analogue from an active chimeric protein

High relative mutability may be a common property of the surfaces of all or most proteins and may be exploited during evolution not only to alter molecular recognition but to modify catalytic functions as well. Conservative amino acid substitutions often can be expected to cause minimal structural alterations, but the properties of protein surfaces and the mechanisms of protein folding that accommodate length variation without loss of function are not understood. To begin to study these aspects of protein structure and folding, we have constructed short amino acid insertions in the Escherichia coli alkaline phosphatase polypeptide by linker insertion mutagenesis of the phoA gene and have examined correlations between mutant protein function and position of the insertions relative to the x-ray map of wild type alkaline phosphatase determined by Wycoff and colleagues (Sowadski, J. M., Foster, B. A., and Wycoff, H. W. (1981) J. Mol. Biol. 150, 245-272). Mutant protein enzymatic function was generally tolerant of insertions in exterior loops, but was inactivated by insertion within α-helical or β-strand structural elements. We further demonstrate that these tolerant surface loops can serve as vehicles for high level expression and stabilization of larger foreign peptide sequences, using a 15-residue analogue of dynorphin as an example. Insertion of the dynorphin "guest" peptide probably caused only a local structural perturbation of the alkaline phosphatase carrier since the hybrid protein retained enzymatic activity, was exported efficiently to the periplasmic space, and could be purified by anion-exchange chromatography using a protocol developed for alkaline phosphatase itself. The guest peptide was recovered from one of these fusion proteins intact and in high yield by protease digestion in vitro and was then purified by cation-exchange chromatography to near homogeneity in a single step.