Ackers G K, Shea M A, Smith F R
J Mol Biol. 1983 Oct 15;170(1):223-42. doi: 10.1016/s0022-2836(83)80234-4.
Individual-site binding curves such as those obtainable from techniques of DNase footprinting or nuclear magnetic resonance spectroscopy can be used to monitor structurally localized events within biopolymers. This paper discusses thermodynamic aspects of individual-site ligand binding for co-operative systems where the binding of ligand at a local site is coupled to binding of the same ligand species at other sites within the macromolecule. Individual-site binding isotherms have the following properties. (1) They provide a direct indication of the role played by the particular site in the overall binding reaction. (2) They can be used to determine the energetic contribution of loading the site regardless of the complexity of the system. (3) They can be used to resolve microscopic equilibrium constants and co-operativity constants in cases where the classical isotherm is incapable of such resolution. The microscopic constants bear a complex relation to the chemical work of loading each individual site. For a system with two interacting sites we derive analytical relationships between the individual-site loading energies and the microscopic constants. These relationships prescribe, for any values of the microscopic constants, how the co-operative energy is partitioned between events at the two sites. At fixed ligand activity the binding free energy can be estimated directly from an individual-site isotherm. This quantity, which is also a composite of the microscopic constants, provides a useful measure of site--site interaction. Several examples and applications are discussed for these properties of individual-site binding reactions.
诸如通过DNA酶足迹法或核磁共振光谱技术可获得的单个位点结合曲线,可用于监测生物聚合物内结构局部化的事件。本文讨论了协同系统中单个位点配体结合的热力学方面,其中配体在局部位点的结合与同一配体在大分子内其他位点的结合相耦合。单个位点结合等温线具有以下特性。(1)它们直接表明了特定位点在整体结合反应中所起的作用。(2)无论系统的复杂性如何,它们都可用于确定位点加载的能量贡献。(3)在经典等温线无法进行这种解析的情况下,它们可用于解析微观平衡常数和协同常数。微观常数与加载每个单独位点的化学功有着复杂的关系。对于具有两个相互作用位点的系统,我们推导了单个位点加载能量与微观常数之间的解析关系。这些关系规定,对于微观常数的任何值,协同能量如何在两个位点的事件之间分配。在固定配体活性下,结合自由能可直接从单个位点等温线估计。这个量也是微观常数的综合体现,提供了一种有用的位点间相互作用度量。本文讨论了这些单个位点结合反应特性的几个示例和应用。