Podtelezhnikov A A, Mao C, Seeman N C, Vologodskii A
Department of Chemistry, New York University, New York, NY 10003, USA.
Biophys J. 2000 Nov;79(5):2692-704. doi: 10.1016/S0006-3495(00)76507-6.
Ligation of short DNA fragments results in the formation of linear and circular multimers of various lengths. The distribution of products in such a reaction is often used to evaluate fragment bending caused by specific chemical modification, by bound ligands or by the presence of irregular structural elements. We have developed a more rigorous quantitative approach to the analysis of such experimental data based on determination of j-factors for different multimers from the distribution of the reaction products. j-Factors define the effective concentration of one end of a linear chain in the vicinity of the other end. To extract j-factors we assumed that kinetics of the reaction is described by a system of differential equations where j-factors appear as coefficients. The assumption was confirmed by comparison with experimental data obtained here for DNA fragments containing A-tracts. At the second step of the analysis j-factors are used to determine conformational parameters of DNA fragments: the equilibrium bend angle, the bending rigidity of the fragment axis, and the total twist of the fragments. This procedure is based on empirical equations that connect the conformational parameters with the set of j-factors. To obtain the equations, we computed j-factors for a large array of conformational parameters that describe model fragments. The approach was tested on both simulated and actual experimental data for DNA fragments containing A-tracts. A-tract DNA bend angle determined here is in good agreement with previously published data. We have established a set of experimental conditions necessary for the data analysis to be successful.
短DNA片段的连接会导致形成各种长度的线性和环状多聚体。在这样的反应中,产物的分布常被用于评估由特定化学修饰、结合配体或不规则结构元件的存在所引起的片段弯曲。我们基于从反应产物分布中确定不同多聚体的j因子,开发了一种更严格的定量方法来分析此类实验数据。j因子定义了线性链一端在另一端附近的有效浓度。为了提取j因子,我们假设反应动力学由一个微分方程组描述,其中j因子作为系数出现。通过与这里获得的含A序列DNA片段的实验数据进行比较,证实了这一假设。在分析的第二步中,j因子用于确定DNA片段的构象参数:平衡弯曲角、片段轴的弯曲刚度和片段的总扭转。这个过程基于将构象参数与一组j因子联系起来的经验方程。为了得到这些方程,我们计算了描述模型片段的大量构象参数的j因子。该方法在含A序列DNA片段的模拟和实际实验数据上都进行了测试。这里确定的A序列DNA弯曲角与先前发表的数据高度一致。我们已经建立了一组数据分析成功所需的实验条件。