Gonzalez O, Li J
Department of Mathematics, University of Texas, Austin, Texas 78712, USA.
J Chem Phys. 2008 Oct 28;129(16):165105. doi: 10.1063/1.2992080.
A boundary element model for the computation of sequence-dependent hydrodynamic properties of short DNA molecules is introduced. The hydrated surface is modeled as a curved tube of uniform radius with ends capped by hemispheres, and the axis of the tube is a general space curve whose length and curvature are determined locally by the sequence using a rigid basepair model of double-helical DNA with parameters based on x-ray crystallography. Diffusion coefficients for families of random and periodic DNA sequences are computed and compared with theories for straight tubes and experimental data. Our results indicate that sequence-dependent curvature can have a measurable impact on both the translational and rotational diffusion coefficients, even for relatively short fragments of lengths less than about 150 basepairs, and that previous estimates of the hydrated radius of DNA are likely to be underestimates. Moreover, our results suggest a possible method for refining the rigid basepair model parameters for DNA in solution as well as the hydrated radius.
介绍了一种用于计算短DNA分子序列依赖流体动力学性质的边界元模型。水合表面被建模为半径均匀的弯曲管,两端由半球封顶,管的轴是一条一般的空间曲线,其长度和曲率根据基于X射线晶体学参数的双螺旋DNA刚性碱基对模型由序列局部确定。计算了随机和周期性DNA序列家族的扩散系数,并与直管理论和实验数据进行了比较。我们的结果表明,即使对于长度小于约150个碱基对的相对短片段,序列依赖的曲率也会对平动和转动扩散系数产生可测量的影响,并且之前对DNA水合半径的估计可能偏低。此外,我们的结果提出了一种可能的方法,用于优化溶液中DNA的刚性碱基对模型参数以及水合半径。