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折叠过渡区中巴氏抑酶蛋白变性和复性动力学的定量分析。

Quantitative analysis of the kinetics of denaturation and renaturation of barstar in the folding transition zone.

作者信息

Shastry M C, Agashe V R, Udgaonkar J B

机构信息

National Centre For Biological Sciences, TIFR Centre, Indian Institute of Science Campus, Bangalore.

出版信息

Protein Sci. 1994 Sep;3(9):1409-17. doi: 10.1002/pro.5560030907.

Abstract

The fluorescence-monitored kinetics of folding and unfolding of barstar by guanidine hydrochloride (GdnHCl) in the folding transition zone, at pH 7, 25 degrees C, have been quantitatively analyzed using a 3-state mechanism: U(S)<-->UF<-->N. U(S) and UF are slow-refolding and fast-refolding unfolded forms of barstar, and N is the native protein. U(S) and UF probably differ in possessing trans and cis conformations, respectively, of the Tyr 47-Pro 48 bond. The 3-state model could be used because the kinetics of folding and unfolding of barstar show 2 phases, a fast phase and a slow phase, and because the relative amplitudes of the 2 phases depend only on the final refolding conditions and not on the initial conditions. Analysis of the observed kinetics according to the 3-state model yields the values of the 4 microscopic rate constants that describe the transitions between the 3 states at different concentrations of GdnHCl. The value of the equilibrium unfolded ratio U(S):UF (K21) and the values of the rate constants of the U(S)-->UF and UF-->U(S) reactions, k12 and k21, respectively, are shown to be independent of the concentration of GdnHCl. K21 has a value of 2.1 +/- 0.1, and k12 and k21 have values of 5.3 x 10(-3) s-1 and 11.2 x 10(-3) s-1, respectively. Double-jump experiments that monitor reactions that are silent to fluorescence monitoring were used to confirm the values of K21, k12, and k21 obtained from the 3-state analysis and thereby the validity of the 3-state model.(ABSTRACT TRUNCATED AT 250 WORDS)

摘要

在pH 7、25℃的折叠转变区,利用三态机制对盐酸胍(GdnHCl)诱导巴司星折叠与去折叠的荧光监测动力学进行了定量分析:U(S)⇌UF⇌N。U(S)和UF分别是巴司星的慢折叠和快折叠去折叠形式,N是天然蛋白。U(S)和UF可能分别因Tyr 47 - Pro 48键的反式和顺式构象而不同。之所以可以使用三态模型,是因为巴司星折叠与去折叠的动力学呈现两个阶段,即快速阶段和慢速阶段,且两个阶段的相对幅度仅取决于最终的重折叠条件,而不取决于初始条件。根据三态模型对观测到的动力学进行分析,得出了4个微观速率常数的值,这些常数描述了在不同GdnHCl浓度下三态之间的转变。平衡去折叠比率U(S):UF(K21)的值以及U(S)→UF和UF→U(S)反应的速率常数k12和k21的值,均显示与GdnHCl的浓度无关。K21的值为2.1±0.1,k12和k21的值分别为5.3×10⁻³ s⁻¹和11.2×10⁻³ s⁻¹。通过监测对荧光监测无信号的反应的双跳跃实验,证实了从三态分析获得的K21、k12和k21的值,从而验证了三态模型的有效性。(摘要截短于250字)

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