Streicher Werner W, Makhatadze George I
Department of Biochemistry and Molecular Biology, The Pennsylvania State University College of Medicine, Hershey, Pennsylvania 17033, USA.
Biochemistry. 2007 Mar 13;46(10):2876-80. doi: 10.1021/bi602424x. Epub 2007 Feb 13.
Small proteins provide convenient models for computational studies of protein folding and stability, which are usually compared with experimental data. Until recently, the unfolding of Trp-cage was considered to be a two-state process. However, no direct experimental evidence for this has been presented, and in some cases, the contrary has been suggested. To elucidate a detailed unfolding mechanism, we studied the thermodynamics of unfolding of Trp-cage by differential scanning calorimetry (DSC) and circular dichroism (CD) spectroscopy. The observation that at low temperatures only approximately 90-95% of Trp-cage exists in the native conformation presented an analytical challenge. Nevertheless, it was found that the DSC and CD data can be fitted simultaneously to the same set of thermodynamic parameters. The major uncertainty in such a global fit is the heat capacity change upon unfolding, DeltaCp. This can be circumvented by obtaining DeltaCp directly from the difference between heat capacity functions of the native and unfolded states. Using such an analysis it is shown that Trp-cage unfolding can be represented by a two-state model with the following thermodynamic parameters: Tm = 43.9 +/- 0.8 degrees C, DeltaH(Tm) = 56 +/- 2 kJ/mol, DeltaCp = 0.3 +/- 0.1 kJ/(mol.K). Using these thermodynamic parameters it is estimated that Trp-cage is marginally stable at 25 degrees C, DeltaG(25 degrees C) = 3.2 +/- 0.2 kJ/mol, which is only 30% more than the thermal fluctuation energy at this temperature.
小蛋白质为蛋白质折叠和稳定性的计算研究提供了便利的模型,这些研究通常与实验数据进行比较。直到最近,色氨酸笼的解折叠还被认为是一个两态过程。然而,尚未有对此的直接实验证据,并且在某些情况下,情况恰恰相反。为了阐明详细的解折叠机制,我们通过差示扫描量热法(DSC)和圆二色性(CD)光谱研究了色氨酸笼的解折叠热力学。在低温下只有大约90 - 95%的色氨酸笼以天然构象存在这一观察结果带来了分析上的挑战。尽管如此,发现DSC和CD数据可以同时拟合到同一组热力学参数。这种全局拟合中的主要不确定性是解折叠时的热容变化,即ΔCp。这可以通过直接从天然态和未折叠态的热容函数之差获得ΔCp来规避。通过这样的分析表明,色氨酸笼的解折叠可以用一个两态模型来表示,其热力学参数如下:Tm = 43.9 ± 0.8℃,ΔH(Tm) = 56 ± 2 kJ/mol,ΔCp = 0.3 ± 0.1 kJ/(mol·K)。利用这些热力学参数估计,色氨酸笼在25℃时略微稳定,ΔG(25℃) = 3.2 ± 0.2 kJ/mol,仅比该温度下的热涨落能量高30%。