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The distribution function describing the binding of extended ligands to DNA molecules. Possible application to the case of DNA condensation

机译:分布函数描述了扩展的配体与DNA分子的结合。可能适用于DNA缩合的情况

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摘要

Due to noncooperative binding of ligands to DNA molecules, DNA molecules are in equilibrium with different numbers of adsorbed ligands. This equilibrium for a given concentration of the free ligand in the solution is characterized by the distribution function, which describes the probability of revealing the DNA molecule with a deGnite number of adsorbed ligands. If polycations act as ligands, DNA molecules with the number of ligands sufficient for neutralizing the charges on phosphates may undergo a phase transition. One example of this transition is the formation of liquid-crystalline dispersions during the binding of DNA to chitosan. We analyzed the binding of chitosan to DNA on the assumption that this binding is due to equilibrium adsorption. At a definite concentration of chitosan in solution, DNA molecules are in equilibrium with different numbers of adsorbed molecules of chitosan. If the number of adsorbed ligands exceeds some critical value, the DNA molecule covered with chitosan becomes capable of interacting with other DNA molecules. As a result of this interaction (attraction), liquid-crystalline dispersions can form. Equations describing the dependence of the concentration of DNA molecules on the concentration of the ligand in solution were derived. It was shown that, at given parameters of the model, it is possible to describe experimental data characterizing the formation of cholesteric liquid-crystalline dispersions. The analysis of the data makes it possible to reconstitute both the size of the binding site occupied by chitosan on the DNA and the energy of interaction of chitosan with DNA.
机译:由于配体与DNA分子的非合作结合,DNA分子与不同数量的吸附配体处于平衡状态。溶液中给定浓度的游离配体的这种平衡由分布函数来表征,该分布函数描述了以deGnite数吸附的配体揭示出DNA分子的可能性。如果聚阳离子充当配体,则具有足以中和磷酸盐上电荷的配体数量的DNA分子可能会发生相变。这种转变的一个例子是在DNA与壳聚糖结合过程中液晶分散体的形成。我们以这种结合是由于平衡吸附为前提,分析了壳聚糖与DNA的结合。在溶液中一定的壳聚糖浓度下,DNA分子与不同数量的壳聚糖吸附分子处于平衡状态。如果吸附的配体的数量超过某个临界值,被壳聚糖覆盖的DNA分子将能够与其他DNA分子相互作用。由于这种相互作用(吸引力),可以形成液晶分散体。得出描述溶液中DNA分子浓度对配体浓度的依赖性的方程式。结果表明,在模型的给定参数下,可以描述表征胆甾型液晶分散体形成的实验数据。数据的分析使得有可能重新构造壳聚糖在DNA上占据的结合位点的大小以及壳聚糖与DNA相互作用的能量。

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