Parkes J H, Gibson S K, Liebman P A
Department of Biochemistry and Biophysics, University of Pennsylvania Medical Center, Philadelphia, Pennsylvania 19104-6059, USA.
Biochemistry. 1999 May 25;38(21):6862-78. doi: 10.1021/bi9827666.
The equilibria between metarhodopsins I and II (MI and MII) and the binding of MII to retinal G protein (G) were investigated, using the dual wavelength absorbance response of rod disk membrane (RDM) suspensions to a series of small bleaches, together with a nonlinear least-squares fitting procedure that decouples the two reactions. This method has been subjected to a variety of theoretical and experimental tests that establish its validity. The two equilibrium constants, the amount of active G protein (that can bind to and stabilize MII) and the fraction bleached by the flash, have been determined without a priori assumptions about these values, at temperatures between 0 and 15 degrees C and pHs from 6.2 to 8.2. Binding of G to MII in normal RDM exhibits 1:1 stoichiometry (not cooperative), relatively weak, 2-4 x 10(4) M-1 affinity on the membrane, with a pH dependence maximal at pH 7.6, and a low thermal coefficient. The reported amount of active G remained constant even when its binding constant was reduced more than 10-fold at low pH. The method can readily be applied to the binding of MII to other proteins or polypeptides that stabilize its conformation as MII. It appears capable of determining many of the essential physical constants of G protein coupled receptor interaction with immediate signaling partners and the effect of perturbation of environmental parameters on these constants.
利用视杆盘膜(RDM)悬浮液对一系列小漂白脉冲的双波长吸光度响应,以及一种将两个反应解耦的非线性最小二乘法拟合程序,研究了视紫红质I和II(MI和MII)之间的平衡以及MII与视网膜G蛋白(G)的结合。该方法已经接受了各种理论和实验测试,证实了其有效性。在0至15摄氏度以及pH值为6.2至8.2的条件下,在没有对这些值进行先验假设的情况下,确定了两个平衡常数、活性G蛋白的量(能够结合并稳定MII)以及被闪光漂白的部分。在正常RDM中,G与MII的结合呈现1:1的化学计量比(非协同),相对较弱,在膜上的亲和力为2 - 4×10⁴ M⁻¹,pH依赖性在pH 7.6时最大,且热系数较低。即使在低pH下其结合常数降低超过10倍,所报道的活性G的量仍保持恒定。该方法可以很容易地应用于MII与其他能够稳定其MII构象的蛋白质或多肽的结合。它似乎能够确定G蛋白偶联受体与直接信号伙伴相互作用的许多基本物理常数,以及环境参数扰动对这些常数的影响。