Luchnik A N
Mol Biol Rep. 1980 Mar 31;6(1):3-9. doi: 10.1007/BF00775746.
A theory of conformational transitions in closed circular DNA as a function of topological linking number of the molecule (alpha) is elaborated taking into account topological and energetical considerations. The theory predicts a step-like dependence of a number of superhelical turns in DNA molecules (tau) on delta alpha. Thus, the number of superhelical turns tau = delta alpha for small values of delta alpha. For a large delta alpha (when conformational begin to occur) tau = delta alpha - sigma phi ij, where sigma phi ij is the total angle of conformational transitions for a given delta alpha. This prediction is in good agreement with published data on the dependence of the sedimentation coefficient of circular DNA molecules on their topological linking number. The results also allow to explain the disagreement between a number of titratable superhelical turns in circular DNA molecules and a number of supercoiles seen on electron micrographs for molecules with sufficiently large delta alpha.
考虑到拓扑学和能量学因素,阐述了一种关于闭环DNA构象转变的理论,该理论将其视为分子拓扑连接数(α)的函数。该理论预测了DNA分子中超螺旋圈数(τ)对δα的阶梯状依赖性。因此,对于较小的δα值,超螺旋圈数τ = δα。对于较大的δα(当构象开始发生时),τ = δα - σφij,其中σφij是给定δα下构象转变的总角度。这一预测与已发表的关于环状DNA分子沉降系数对其拓扑连接数依赖性的数据高度吻合。这些结果还能够解释对于具有足够大δα的分子,环状DNA分子中可滴定的超螺旋圈数与电子显微镜下观察到的超螺旋数之间的差异。