The Shipley School, Bryn Mawr, PA, 19010, USA.
Haverford College, Department of Mathematics and Statistics, Haverford, PA, 19041, USA.
Sci Rep. 2018 Mar 20;8(1):4882. doi: 10.1038/s41598-018-22502-7.
We use Monte Carlo simulation to quantify the change in cyclization J-factor within a dramatically simplified model of DNA that involves parameters for uniform stiffnesses, intrinsic twist, and intrinsic bending (including nonplanar bending). Plots of J versus DNA length over multiple periods of helical repeat are fit to a simple functional form in order to project the behavior of J over a broad range of these model parameters. In some instances, this process allows us to find families of DNA molecules (within our model) with quite different material properties, but very similar plots of J versus length, so similar as to likely to be indistinguishable by experiments. This effect is seen both for the parameter-pair of bend angle and stiffness scaling, as well as for the parameter-trio of helical repeat, bend angle, and bend non-planarity.
我们使用蒙特卡罗模拟来量化在一个显著简化的 DNA 模型中,环化 J 因子的变化,该模型涉及均匀刚性、固有扭曲和固有弯曲(包括非平面弯曲)的参数。将 J 与 DNA 长度的多个螺旋重复周期的关系绘制为简单的函数形式,以便在广泛的模型参数范围内预测 J 的行为。在某些情况下,这个过程使我们能够找到具有非常相似的 J 与长度关系图的 DNA 分子(在我们的模型中),但它们的材料特性有很大的不同,以至于可能无法通过实验区分。这种效应既出现在弯曲角度和刚度缩放的参数对中,也出现在螺旋重复、弯曲角度和弯曲非平面性的参数三对中。