School of Biology, Georgia Institute of Technology, Atlanta, Georgia.
Biophys J. 2014 Jan 21;106(2):489-92. doi: 10.1016/j.bpj.2013.12.012.
The conformational entropic penalty associated with packaging double-stranded DNA into viral capsids remains an issue of contention. So far, models based on a continuum approximation for DNA have either left the question unexamined, or they have assumed that the entropic penalty is negligible, following an early analysis by Riemer and Bloomfield. In contrast, molecular-dynamics (MD) simulations using bead-and-spring models consistently show a large penalty. A recent letter from Ben-Shaul attempts to reconcile the differences. While the letter makes some valid points, the issue of how to include conformational entropy in the continuum models remains unresolved. In this Comment, I show that the free energy decomposition from continuum models could be brought into line with the decomposition from the MD simulations with two adjustments. First, the entropy from Flory-Huggins theory should be replaced by the estimate of the entropic penalty given in Ben-Shaul's letter, which corresponds closely to that from the MD simulations. Second, the DNA-DNA repulsions are well described by the empirical relationship given by the Cal Tech group, but the strength of these should be reduced by about half, using parameters based on the Rau-Parsegian experiments, rather than treating them as "fitting parameters (tuned) to fit the data from (single molecule pulling) experiments."
将双链 DNA 包装到病毒衣壳中所涉及的构象熵罚仍然存在争议。到目前为止,基于 DNA 连续体近似的模型要么没有检查这个问题,要么遵循 Riemer 和 Bloomfield 的早期分析,假设熵罚可以忽略不计。相比之下,使用珠簧模型的分子动力学 (MD) 模拟一致显示出较大的罚分。Ben-Shaul 的一封最近的来信试图调和这些差异。虽然这封信提出了一些合理的观点,但如何在连续体模型中包含构象熵的问题仍然没有解决。在这篇评论中,我表明,可以通过两种调整,使连续体模型的自由能分解与 MD 模拟的分解保持一致。首先,应该用 Ben-Shaul 信中给出的构象熵罚分估计值替换 Flory-Huggins 理论的熵,这与 MD 模拟非常接近。其次,DNA-DNA 斥力可以很好地用 Cal Tech 小组给出的经验关系来描述,但应该将其强度降低约一半,使用基于 Rau-Parsegian 实验的参数,而不是将其视为“拟合参数(经过调整以适应来自(单分子拉伸)实验的数据)”。