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Top-down approach in protein RDC data analysis: de novo estimation of the alignment tensor

机译:蛋白质RDC数据分析中的自顶向下方法:比对张量的从头估计

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In solution NMR spectroscopy the residual dipolar coupling (RDC) is invaluable in improving both the precision and accuracy of NMR structures during their structural refinement. The RDC also provides a potential to determine protein structure de novo. These procedures are only effective when an accurate estimate of the alignment tensor has already been made. Here we present a top-down approach, starting from the secondary structure elements and finishing at the residue level, for RDC data analysis in order to obtain a better estimate of the alignment tensor. Using only the RDCs from N-H bonds of residues in alpha-helices and CA-CO bonds in beta-strands, we are able to determine the offset and the approximate amplitude of the RDC modulation-curve for each secondary structure element, which are subsequently used as targets for global minimization. The alignment order parameters and the orientation of the major principal axis of individual helix or strand, with respect to the alignment frame, can be determined in each of the eight quadrants of a sphere. The following minimization against RDC of all residues within the helix or strand segment can be carried out with fixed alignment order parameters to improve the accuracy of the orientation. For a helical protein Bax, the three components A (xx) , A (yy) and A (zz) , of the alignment order can be determined with this method in average to within 2.3% deviation from the values calculated with the available atomic coordinates. Similarly for beta-sheet protein Ubiquitin they agree in average to within 8.5%. The larger discrepancy in beta-strand parameters comes from both the diversity of the beta-sheet structure and the lower precision of CA-CO RDCs. This top-down approach is a robust method for alignment tensor estimation and also holds a promise for providing a protein topological fold using limited sets of RDCs.
机译:在溶液NMR光谱中,残留的偶极耦合(RDC)在提高NMR结构的精确度和结构准确性方面均具有不可估量的价值。 RDC还提供了从头确定蛋白质结构的潜力。仅当已经精确估计了对齐张量时,这些过程才有效。在这里,我们提出了一种从上至下的方法,从二级结构元素开始并在残基水平完成,以进行RDC数据分析,以获得对对齐张量的更好估计。仅使用来自α-螺旋残基的NH键和β-链中CA-CO键的RDC,我们就可以确定每个二级结构元素的RDC调制曲线的偏移量和近似幅度,随后将其使用作为全球最小化的目标。可以在一个球体的八个象限中的每个象限中确定对齐顺序参数和单个螺旋或线的主轴长轴相对于对齐框架的方向。可以使用固定的排列顺序参数对螺旋或链段内所有残基进行以下针对RDC的最小化,以提高方向的准确性。对于螺旋蛋白Bax,可以使用此方法确定比对顺序的三个成分A(xx),A(yy)和A(zz)的平均值,与使用可用原子坐标计算的值的平均值相差2.3%以内。同样,对于β-折叠蛋白泛素,它们的平均同意误差在8.5%以内。 β-链参数的较大差异来自β-折叠结构的多样性和CA-CO RDC的较低精度。这种自上而下的方法是用于对齐张量估计的可靠方法,并且还有望通过有限的RDC集提供蛋白质拓扑折叠。

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