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首页> 外文期刊>Biochemistry >SELF-ASSOCIATION OF ESCHERICHIA COLI DNA-DEPENDENT RNA POLYMERASE CORE ENZYME
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SELF-ASSOCIATION OF ESCHERICHIA COLI DNA-DEPENDENT RNA POLYMERASE CORE ENZYME

机译:大肠埃希氏菌DNA依赖的RNA聚合酶核心酶的自结合

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The extent of self-association of Escherichia coli DNA-dependent RNA polymerase core enzyme has been investigated by velocity sedimentation as a function of both NaCl and protein concentrations. The core enzyme, existing as essentially monomeric species having a sedimentation coefficient of 13.1 S at NaCl concentrations greater than 0.2 M, undergoes reversible self-association at lower salt concentrations. Estimates for the stoichiometry of association and equilibrium constants of reaction were determined from the effect of protein concentration on the weight-average sedimentation coefficient measured at different NaCl concentrations. Data analysis by a nonlinear curve-fitting procedure indicated that protein self-association is best described by a sequential model characterized by weaker association constants for each additional step of oligomerization, and any model that involves cooperative formation of oligomeric species can be excluded. These findings are at variance with the conclusion of a previous study [Shaner, S. L., Platt, D. M,, Wensley, C. G., Yu, H., Burgess, R. R., and Record, M. T. (1982) Biochemistry 26, 5539-5551] which suggested that core RNA polymerase exists in equilibrium between monomeric and tetrameric forms of the enzyme and excluded the existence of intermediate species. Simulation of sedimentation velocity boundary and gradient profiles are used to assess the validity of both models of association of core protein. It was clear that had the core enzyme undergone a cooperative monomer reversible arrow tetramer mode of association, then bimodality would have been observed in the derivative tracings of the sedimentation boundary under these experimental conditions. Nevertheless, no such observation was reported by Shaner et al. and this study. The sequential model favored by the results of this study is consistent with the proposed model resulted from a small-angle X-ray study [Heumann, H., Meisenberger O., and Pilz, I. (1982) FEBS Lett. 138, 273-276], Further analysis of the data by the Wyman linked-function relationship [Wyman, J. (1964) Adv. Protein Chem. 19, 223-286] implies that core enzyme monomer loses approximately three counterions per contact upon association to higher oligomeric species. [References: 51]
机译:大肠杆菌DNA依赖的RNA聚合酶核心酶的自我关联的程度已通过速度沉降作为NaCl和蛋白质浓度的函数进行了调查。核心酶以基本上单体的形式存在,在NaCl浓度大于0.2 M时具有13.1 S的沉降系数,在较低的盐浓度下会发生可逆的自缔合。根据蛋白质浓度对在不同NaCl浓度下测得的重均沉降系数的影响,确定缔合的化学计量和反应的平衡常数。通过非线性曲线拟合程序进行的数据分析表明,蛋白质的自缔合最好通过顺序模型来描述,该模型的特征是寡聚化的每个附加步骤的缔合常数均较弱,并且可以排除任何涉及寡聚物种协同形成的模型。这些发现与先前研究的结论不一致[Shaner,SL,Platt,D.M,Wensley,CG,Yu,H.,Burgess,RR,and Record,MT(1982)生物化学26,5539-5551 ]表明核心RNA聚合酶存在于该酶的单体和四聚体形式之间的平衡中,并且排除了中间物种的存在。沉淀速度边界和梯度剖面的模拟用于评估两种核心蛋白缔合模型的有效性。清楚的是,如果核心酶经历了协作性单体可逆箭头四聚体缔合模式,那么在这些实验条件下,在沉积边界的衍生迹线上将观察到双峰性。然而,Shaner等人没有报道这种观察。和这项研究。本研究结果所偏爱的顺序模型与小角度X射线研究所提出的模型相一致[Heumann,H.,Meisenberger O.,and Pilz,I.(1982)FEBS Lett。 138,273-276],通过Wyman链接函数关系对数据进行进一步分析[Wyman,J.(1964)Adv。蛋白质化学19,223-286]暗示核心酶单体在与更高的寡聚体缔合时每次接触损失大约三个抗衡离子。 [参考:51]

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