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Theory of sequence-dependent DNA elasticity

机译:序列依赖性DNA弹性理论

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摘要

The elastic properties of a molecule of duplex DNA are strongly dependent on nucleotide sequence. In the theory developed here the contriubtion psi~n of six kinematicalvariables,called tilt,roll,twist,shift,slide,and rise,that describe therelative orientation and displacement of the nth and (n+1)th base pairs. The sequence dependence of elastic properties is determined when one specifies the way psi~n depends on the nucleotides of the two base pairs of the nth step. Among the items discussed are thesymmetry relations imposed on psi~n by the complementarity of bases,i.e.,of A to T and C to G,the antiparallel nature of the DNA sugar-phosphate chains,and the requirement that psi~n be independent of the choice of the direction of increasing n. Variational equations of mechanical equilibrium are here derived without special assumptions about the form of the functions psi~n, and numerical solutions of those equations are shown for illustrative cases in which psi~n is,for each n,a quadratic form and the DNA forms a closed, 150 base-pair,minicircle that can be called a DNA o-ring because it has a nearly circular stress-free configuration. Examples are given of noncircular equilibrium configurations of naked DNA o-rings and of cases inwhich the interaction with ligands induces changes in configuration that are markedly different from those undergone by a minicircle of intrinsically straight DNA. When a minicircle of intrinsically straight DNA interacts with an intercalating agent that upon binding to DNA causes a locla reduction of intrinsic twist,the configuration that minimizes elastic energy depends on the number of intercalated molecules,but is independent of the spatial distribution of those molecules along the minicricle. In contrast,it is shown here that the configuration and elastic energy of a DNA o-ring can depend strongly on the spatial distribution of the intercalated molecules. As others have observed in calculations for Kirchhloff rods with intrinsic curvature,an o-ring that has its intrinsic twist reduced at a single base-pair step can undergolarge deformations with localized untwisting and bending at remote steps,even when the amount alpha of twist reduction is less than the amount required toinduce supercoiling in rings of intrinsically straight DNA. We here find that the presence in the function psi~n of cross-terms coupling twist to roll can amplify the configurational changes induced by local untwisting to the point where there can be a value of alpha at which a first-order transition occurs between two distinct stable noncircular configurations with equal elastic energy.
机译:双链体DNA分子的弹性特性在很大程度上取决于核苷酸序列。在这里发展的理论中,六个运动学变量的贡献psi_n,称为倾斜,滚动,扭转,移动,滑动和上升,描述了第n个和第n + 1个碱基对的相对方向和位移。当人们指定psi_n取决于第n步的两个碱基对的核苷酸的方式时,就确定了弹性属性的序列依赖性。讨论的项目中包括碱基对(即A与T以及C与G的互补性)对psi〜n的对称关系,DNA糖磷酸链的反平行性质以及psi〜n独立于n增加方向的选择。这里推导了机械平衡的变分方程,而没有对函数psi〜n的形式进行特殊假设,并且对于那些其中psi〜n为二次形式和DNA形式的示例性情况,示出了这些方程的数值解。一个封闭的150个碱基对的微型圆,可以称为DNA O形环,因为它具有几乎圆形的无应力构型。给出了裸露的DNA O形圈的非圆形平衡构型的例子,以及与配体的相互作用引起构型变化的情况,这种变化与固有的直链DNA的小圆环明显不同。当内在直链DNA的小圆环与嵌入剂相互作用时,嵌入剂在与DNA结合后会导致内在扭曲的降低,这种使弹性能最小化的构型取决于嵌入分子的数量,但与这些分子沿空间的分布无关迷你刑罚。相反,在此表明,DNA O形环的构型和弹性能在很大程度上取决于插入分子的空间分布。正如其他人在计算具有固有曲率的Kirchhloff杆时所观察到的那样,即使在减小扭曲量α的情况下,在单个基对对步中其固有扭曲减小的O形圈也会经历较大的变形,并在远距步长处发生局部解捻和弯曲。小于在固有的直链DNA环中引起超螺旋所需的量。我们在这里发现,扭力-扭转耦合项的函数psi〜n中的存在可以放大局部解扭引起的构型变化,从而使在两个点之间发生一阶跃迁的α值具有相同弹性能的独特稳定非圆形结构。

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