Zhou Huan-Xiang
Department of Physics and Institute of Molecular Biophysics and School of Computational Science, Florida State University, Tallahassee, USA.
Biophys J. 2006 Nov 1;91(9):3170-81. doi: 10.1529/biophysj.106.090258. Epub 2006 Aug 4.
Flexible linkers are often found to tether binding sequence motifs or connect protein domains. Here we analyze three usages of flexible linkers: 1), intramolecular binding of proline-rich peptides (PRPs) to SH3 domains for kinase regulation; 2), intramolecular binding of PRP for increasing the folding stability of SH3 domains; and 3), covalent linking of PRPs and other ligands for high-affinity bivalent binding. The basis of these analyses is a quantitative relation between intermolecular and intramolecular binding constants. This relation has the form K(i) = K(e0)p for intramolecular binding and K(e) = K(e01)K(e02)p for bivalent binding. The effective concentration p depends on the length of the linker and the distance between the linker attachment points in the bound state. Several applications illustrate the usefulness of the quantitative relation. These include intramolecular binding to the Itk SH3 domain by an internal PRP and to a circular permutant of the alpha-spectrin SH3 domain by a designed PRP, and bivalent binding to the two SH3 domains of Grb2 by two linked PRPs. These and other examples suggest that flexible linkers and sequence motifs tethered to them, like folded protein domains, are also subject to tight control during evolution.
柔性接头常常被发现用于连接结合序列基序或连接蛋白质结构域。在此,我们分析了柔性接头的三种用途:1)富含脯氨酸的肽(PRP)与SH3结构域的分子内结合以调节激酶;2)PRP的分子内结合以提高SH3结构域的折叠稳定性;3)PRP与其他配体的共价连接以实现高亲和力二价结合。这些分析的基础是分子间和分子内结合常数之间的定量关系。这种关系对于分子内结合具有K(i) = K(e0)p的形式,对于二价结合具有K(e) = K(e01)K(e02)p的形式。有效浓度p取决于接头的长度以及在结合状态下接头连接点之间的距离。几个应用实例说明了这种定量关系的实用性。这些包括内部PRP对Itk SH3结构域的分子内结合以及设计的PRP对α-血影蛋白SH3结构域的环状突变体的分子内结合,以及两个连接的PRP对Grb2的两个SH3结构域的二价结合。这些以及其他例子表明,柔性接头及其连接的序列基序,如同折叠的蛋白质结构域一样,在进化过程中也受到严格的控制。