首页> 外文期刊>Proteins: Structure, Function, and Genetics >Docking unbound proteins using shape complementarity, desolvation, and electrostatics.
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Docking unbound proteins using shape complementarity, desolvation, and electrostatics.

机译:使用形状互补,去溶剂化和静电作用对接未结合的蛋白质。

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A comprehensive docking study was performed on 27 distinct protein-protein complexes. For 13 test systems, docking was performed with the unbound X-ray structures of both the receptor and the ligand. For the remaining systems, the unbound X-ray structure of only molecule was available; therefore the bound structure for the other molecule was used. Our method optimizes desolvation, shape complementarity, and electrostatics using a Fast Fourier Transform algorithm. A global search in the rotational and translational space without any knowledge of the binding sites was performed for all proteins except nine antibodies recognizing antigens. For these antibodies, we docked their well-characterized binding site-the complementarity-determining region defined without information of the antigen-to the entire surface of the antigen. For 24 systems, we were able to find near-native ligand orientations (interface C(alpha) root mean square deviation less than 2.5 A from the crystal complex) among the top 2,000 choices. For three systems, our algorithm could identify the correct complex structure unambiguously. For 13 other complexes, we either ranked a near-native structure in the top 20 or obtained 20 or more near-native structures in the top 2,000 or both. The key feature of our algorithm is the use of target functions that are highly tolerant to conformational changes upon binding. If combined with a post-processing method, our algorithm may provide a general solution to the unbound docking problem. Our program, called ZDOCK, is freely available to academic users (http://zlab.bu.edu/~rong/dock/).
机译:对27种不同的蛋白质-蛋白质复合物进行了全面的对接研究。对于13个测试系统,用受体和配体的未结合X射线结构进行对接。对于其余的系统,只有分子的未结合的X射线结构可用。因此,使用了另一种分子的结合结构。我们的方法使用快速傅立叶变换算法优化去溶剂化,形状互补性和静电。对于所有蛋白质,除了九种识别抗原的抗体外,对旋转和翻译空间进行了全面搜索,而没有任何结合位点的信息。对于这些抗体,我们将其充分表征的结合位点(互补决定区,没有抗原信息的对接区)停靠在抗原的整个表面上。对于24个系统,我们能够在前2,000个选择中找到近乎自然的配体取向(界面C(α)均方根与晶体络合物的偏差小于2.5 A)。对于三个系统,我们的算法可以明确地确定正确的复杂结构。对于其他13个复合体,我们在前20名中将近自然结构排名,或者在前2,000名中获得20个或更多近自然结构,或者同时获取两者。我们算法的关键特征是使用对绑定时构象变化具有高度耐受性的目标函数。如果与后处理方法结合使用,我们的算法可能会为未绑定对接问题提供一般解决方案。我们的名为ZDOCK的程序可供学术用户免费使用(http://zlab.bu.edu/~rong/dock/)。

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