Laboratoire Physico-Chimie Curie, UMR CNRS 168, Institut Curie, Paris, France.
PLoS One. 2011 Apr 5;6(4):e14795. doi: 10.1371/journal.pone.0014795.
Gene targeting depends on the ability of cells to use homologous recombination to integrate exogenous DNA into their own genome. A robust mechanistic model of homologous recombination is necessary to fully exploit gene targeting for therapeutic benefit.
METHODOLOGY/PRINCIPAL FINDINGS: In this work, our recently developed numerical simulation model for homology search is employed to develop rules for the design of oligonucleotides used in gene targeting. A Metropolis Monte-Carlo algorithm is used to predict the pairing dynamics of an oligonucleotide with the target double-stranded DNA. The model calculates the base-alignment between a long, target double-stranded DNA and a probe nucleoprotein filament comprised of homologous recombination proteins (Rad51 or RecA) polymerized on a single strand DNA. In this study, we considered different sizes of oligonucleotides containing 1 or 3 base heterologies with the target; different positions on the probe were tested to investigate the effect of the mismatch position on the pairing dynamics and stability. We show that the optimal design is a compromise between the mean time to reach a perfect alignment between the two molecules and the stability of the complex.
A single heterology can be placed anywhere without significantly affecting the stability of the triplex. In the case of three consecutive heterologies, our modeling recommends using long oligonucleotides (at least 35 bases) in which the heterologous sequences are positioned at an intermediate position. Oligonucleotides should not contain more than 10% consecutive heterologies to guarantee a stable pairing with the target dsDNA. Theoretical modeling cannot replace experiments, but we believe that our model can considerably accelerate optimization of oligonucleotides for gene therapy by predicting their pairing dynamics with the target dsDNA.
基因打靶依赖于细胞利用同源重组将外源 DNA 整合到自身基因组中的能力。为了充分利用基因打靶的治疗效益,有必要建立一个稳健的同源重组机制模型。
方法/主要发现:在这项工作中,我们最近开发的用于同源搜索的数值模拟模型被用于设计用于基因打靶的寡核苷酸。采用 Metropolis 蒙特卡罗算法预测寡核苷酸与靶双链 DNA 的配对动力学。该模型计算长靶双链 DNA 与由同源重组蛋白(Rad51 或 RecA)聚合在单链 DNA 上的探针核蛋白丝之间的碱基对齐。在这项研究中,我们考虑了与靶标具有 1 或 3 个碱基异质性的不同大小的寡核苷酸;在探针的不同位置进行了测试,以研究错配位置对配对动力学和稳定性的影响。我们表明,最佳设计是在达到两个分子之间完全对齐的平均时间和复合物稳定性之间的折衷。
单个异质性可以放置在任何位置而不会显著影响三链体的稳定性。在三个连续异质性的情况下,我们的模型建议使用至少 35 个碱基的长寡核苷酸,其中异质序列位于中间位置。寡核苷酸不应包含超过 10%的连续异质性,以保证与靶双链 DNA 的稳定配对。理论建模不能替代实验,但我们相信我们的模型可以通过预测它们与靶双链 DNA 的配对动力学来极大地加速基因治疗寡核苷酸的优化。