期刊文献+

弹性竿模型下超螺旋DNA分子的构象研究 被引量:2

A STUDY ON CONFORMATIONS OF DNA CHAIN UNDER THE ELASTIC ROD MODEL
下载PDF
导出
摘要 采用弹性竿模型 (Elasticrodmodel) ,用MonteCarlo方法对DNA分子的构象进行研究 .通过计算发现 ,DNA分子的能量是由弯曲势能EB 和扭转势能ET 两部分组成 ,通常EB 比ET 大一至两个数量级 .同时给出了均方回转半径与链长之间的关系为〈R2g〉 =1 1 69 5 -3 5×n +0 0 2 5×n2 ,它体现了DNA分子结构的特点 .验证了公式Lk=Wr+Tw ,得出Lk与Wr比较接近的结论 ,考虑DNA分子的构型 ,意味着DNA分子容易被弯曲而不易被扭转 ,但随着连接系数的增加 ,DNA被扭转的几率也在增加 . The conformations of DNA chains are studied under the elastic rod model by Metropolis Monte Carlo simulation. The energy of DNA chains includes the bending energy E-B, and the twisting energy E-T, and they can be expressed in the form of E-B(r) = A/2 integral(0)(L) kappa(2)ds and E-T (r) = 2pi(2) C/L (DeltaLk - Wr)(2). The energy decreases with increasing the chain length of DNA. We find that E,, is greater than E, by 10 _ 102 times. In the same time, the relationship between <R-g(2)> and chain length n is <R-g(2)> = 1169.5 - 3.5 x n + 0.025 x n(2). The equation of Lk = Wr + Tw is verified, and the values of Lk and Wr are found to be very close to each other. It shows that DNA chain is easier to be bent than to be twisted. But for the large value of Lk, the tendency of torsion becomes large. Our simulation can provide a new method to analyze the conformations of DNA chains.
出处 《高分子学报》 SCIE CAS CSCD 北大核心 2003年第2期207-210,共4页 Acta Polymerica Sinica
基金 国家自然科学基金 (基金号 2 98740 2 1 2 0 1740 3 6 2 0 2 740 40 ) 国家重点基础研究专项经费 (项目号 95 预 12和G19990 64 80 0 ) 浙江省自然科学基金 (基金号 10 10 0 2 )资助项目
关键词 弹性竿模型 DNA分子 构象 超螺旋结构 生物分子 MONTECARLO模拟 分了链 elastic rod model Monte Carlo simulation DNA chain
  • 相关文献

参考文献7

  • 1章林溪,金进生,王向红,叶高翔,赵得禄.二维HP格点模型中的紧密高分子链构象及其热力学性质的研究[J].高分子学报,2002,12(4):515-519. 被引量:10
  • 2Kirchhoff G.J Math(Crelle), 1859,50:285 - 313.
  • 3Peisen Z, Wilma K O, Irwin T. Computational Polymer Science, 1991,1 : 3 - 17.
  • 4Fuller F B. Proc Nail Acad Sci USA,1971.68:815 - 819.
  • 5Tanaka F,Takahashi H.J Chem Phys, 1985,83:6017 - 6034.
  • 6Hagenman P. J Ann Rev Biophys Chem, 1988,17:265 - 273.
  • 7Crick F H C.Proc Nail Acad Sci USA,1976,73:2639 - 2643.

二级参考文献11

  • 1[11]Zhang Linxi,Xia Agen,Xu Jianmin.Chin J Polym Sci,1999,17:347~351
  • 2[12]Flory P J.Statistical Mechanics of Chain Molecules.New York:Interscience,1969.41~129
  • 3[1]Chan H S,Dill K A.Macromolecules, 1989,22:4559~4573;22:3988~3997
  • 4[2]Chan H S,Dill K A.J Chem Phys,1989,90:492~509
  • 5[3]Chan H S,Dill K A.J Chem Phys,1993,99:2116~2127
  • 6[4]Reith D,Huber T,Florian M,Torda A.J Chem Phys,2001,114:4998~5002
  • 7[5]Li H,Helling R,Tang C,Wingreen N.Science,1996,273:666~669
  • 8[6]Yue K,Dill K A.Proc Natl Acad Sci,1995,92:146~150
  • 9[7]Irback A,Peterson C,Potthast F,Sandelin E.J Chem Phys,1997,107:273~282
  • 10[8]Yue K,Fiebig K M,Thomas P D,Dill K A.Proc Natl Acad Sci,1995,92:325~329

共引文献9

同被引文献30

  • 1Levitt M, Chothia C.Nature, 1976, 261:552-558.
  • 2Marks D S, Hopf T A, Sander C.Nat Biotechnol, 2012, 30:1072-1080.
  • 3Furman O S, Wang C, Bradley P, Misura K, Baker D.Science, 2005, 310:638-642.
  • 4Kifer I, Nussinov R, Wolfson H J.Proteins, 2011, 79:1759-1773.
  • 5Murzin A G, Brenner S E, Hubbard T, Chothia C.J Mol Biol, 1995, 247:536-540.
  • 6Tong Huanping(仝焕平), Zhang Linxi(章林溪).物理学报, 2012, (5):058701-1-6.
  • 7Fromme P, Spence J C.Curr Opin Struc Biol, 2011, 24:509-516.
  • 8Barrientos L G, Dolan C, Gronenborn A M.J Biomol NMR 2000, 16:329-337.
  • 9Frans A A, Mulder F A, Filatov M.Chem Soc Rev, 2010, 39:578-590.
  • 10Wang Y J, Jardetzky O.Protein Sci, 2002, 11:852-861.

引证文献2

二级引证文献4

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部