Rudhe Charlotta, Clifton Rachel, Whelan James, Glaser Elzbieta
Department of Biochemistry and Biophysics, Arrhenius Laboratories for Natural Sciences, Stockholm University, S-106 91 Stockholm, Sweden.
J Mol Biol. 2002 Dec 6;324(4):577-85. doi: 10.1016/s0022-2836(02)01133-6.
Import of nuclear-encoded proteins into mitochondria and chloroplasts is generally organelle specific and its specificity depends on the N-terminal signal peptide. Yet, a group of proteins known as dual-targeted proteins have a targeting peptide capable of leading the mature protein to both organelles. We have investigated the domain structure of the dual-targeted pea glutathione reductase (GR) signal peptide by using N-terminal truncations. A mutant of the GR precursor (pGR) starting with the second methionine residue of the targeting peptide, pGRdelta2-4, directed import into both organelles, negating the possibility that dual import was controlled by the nature of the N terminus. The deletion of the 30 N-terminal residues (pGRdelta2-30) inhibited import efficiency into chloroplasts substantially and almost completely into mitochondria, whereas the removal of only 16 N-terminal amino acid residues (pGRdelta2-16) resulted in the strongly stimulated mitochondrial import without significantly affecting chloroplast import. Furthermore, N-terminal truncations of the signal peptide (pGRdelta2-16 and pGRdelta2-30) greatly stimulated the mitochondrial processing activity measured with the isolated processing peptidase. These results suggest a domain structure for the dual-targeting peptide of pGR and the existence of domains controlling organellar import efficiency therein.
核编码蛋白导入线粒体和叶绿体通常具有细胞器特异性,其特异性取决于N端信号肽。然而,一组被称为双靶向蛋白的蛋白质具有能够将成熟蛋白导向这两种细胞器的靶向肽。我们通过N端截短研究了双靶向豌豆谷胱甘肽还原酶(GR)信号肽的结构域。一种从靶向肽的第二个甲硫氨酸残基开始的GR前体(pGR)突变体pGRdelta2-4,可导入这两种细胞器,排除了双导入受N端性质控制的可能性。删除30个N端残基(pGRdelta2-30)会显著抑制向叶绿体的导入效率,几乎完全抑制向线粒体的导入,而仅去除16个N端氨基酸残基(pGRdelta2-16)则会强烈刺激线粒体导入,而对叶绿体导入没有显著影响。此外,信号肽的N端截短(pGRdelta2-16和pGRdelta2-30)极大地刺激了用分离的加工肽酶测量的线粒体加工活性。这些结果表明了pGR双靶向肽的结构域结构以及其中控制细胞器导入效率的结构域的存在。