Biopolym. Cell. 1993; 9(5):66-72.
Structure and Function of Biopolymers
The package of applied the programs for the studying of the potential energy surface topology corresponding to the conformation dynamics of DNA molecule
1Egorenkov A. I., 1Korol V. V.
  1. Ukrainian O.O. Bogomolets state medical university
    Blvd. Shevchenko, 13, Kyiv, Ukraine, 01601

Abstract

The package of applied programs «Topology» specially designed visual (graphical) investigations of the potential energy surface topology corresponding to the conformational dynamics of the internal movements of DNA molecule is described. The package is used to analyse the data of the analytical simulation DNA torsion dynamics. Possibilities of the program to solve problems of numerical simulation of DNA dynamics by the method of atom-atomic potentials are discussed. The program has an adaptable user interface and it uses modern algorithms of three-dimensional graphic (surfaces and isolayers maps construction, dynamic mapping). The program has been realized for the IBM PC AT/XT personal computer, C being the programming language.

References

[1] Polozov PV, Yakushevich LV. Theoretical analysis of the internal motion of DNA. Intermolecular interactions and molecular conformation. Pushchino: ONTI NTSBI, 1987: 186-191.
[2] Iakushevich LV. Dynamics of DNA. Mol Biol (Mosk). 1989;23(3):652-62.
[3] von Hippel PH, Berg OG. On the specificity of DNA-protein interactions. Proc Natl Acad Sci U S A. 1986;83(6):1608-12.
[4] Frank-KamenetskiÄ­ MD. Fluctuational mobility of DNA. Mol Biol (Mosk). 1983;17(3):639-52.
[5] Frank-Kamenetskii M. DNA chemistry. How the double helix breathes. Nature. 1987 Jul 2-8;328(6125):17-8.
[6] Zhang CT. Harmonic and subharmonic resonances of microwave absorption in DNA. Phys Rev A. 1989;40(4):2148-2153.
[7] Kao SC, Bobst AM. Local base dynamics and local structural features in RNA and DNA duplexes. Biochemistry. 1985;24(20):5465-9.
[8] Holbrook SR, Kim SH. Local mobility of nucleic acids as determined from crystallographic data. I. RNA and B form DNA. J Mol Biol. 1984;173(3):361-88.
[9] Guéron M, Kochoyan M, Leroy JL. A single mode of DNA base-pair opening drives imino proton exchange. Nature. 1987 Jul 2-8;328(6125):89-92.
[10] Von Hippel PH, Wong KY. Dynamic aspects of native DNA structure: kinetics of the formaldehyde reaction with calf thymus DNA. J Mol Biol. 1971;61(3):587-613.
[11] Frank-Kamenetskii MD. Structure and motion: membranes, nucleic acids and proteins. Eds E. Clementi, G. Corongi, M. Sarma, R. Sarma. New York : Adenine press, 1985: 417-32.
[12] Kochoyan M, Leroy JL, Guéron M. Processes of base-pair opening and proton exchange in Z-DNA. Biochemistry. 1990;29(20):4799-805.
[13] Rogers D. Algorithmic foundations of computer graphics. Mir, Moscow, 1989. 288 p.
[14] Bankovskiy YUM, Galaktionova VA, Mikhaylova TN. GRAFOR. Graphic expansion FORTRAN. Moscow: Nauka, 1986. 288 p.
[15] Segerlind L. Primenenie metoda konechnyh e'lementov M. Mir, 1979; 393 p.
[16] Donovan JJ. Systems programming. McGraw-Hill, 1972; 488 p.
[17] Zhou G, Zhang C-T. A short review on the nonlinear motion in DNA. Phys Scr. 1991;43(3):347–52.
[18] Starikov EB. Nonlinear Physics of nucleic acid or autosolitons solitons. Mol Biol (Mosk). 1990; 24(6):1504-24.
[19] Yakushevich LV. study a system of two nonlinear differential equations simulating the torsional dynamics of DNA. Pushchino (Preprint. Sci. Biol center. Studies). 1989. 13 p.
[20] Yomosa S. Solitary excitations in deoxyribonuclei acid (DNA) double helices. Phys Rev A. 1984;30(1):474–80.
[21] Fedyanin VK, Gochev I, Lisy V. Nonlinear dynamics of bases in a continual model of DNA double helices. Stud biophys. 1986; 116(1):59-64.
[22] Zhang CT. Soliton excitations in deoxyribonucleic acid (DNA) double helices. Phys Rev A. 1987;35(2):886-891.
[23] Keepers JW, Kollman PA, Weiner PK, James TL. Molecular mechanical studies of DNA flexibility: coupled backbone torsion angles and base-pair openings. Proc Natl Acad Sci U S A. 1982;79(18):5537-41.
[24] Ramstein J, Lavery R. Base pair opening pathways in B-DNA. J Biomol Struct Dyn. 1990;7(4):915-33.
[25] Briki F, Ramstein J, Lavery R, Genest D. Evidence for the stochastic nature of base pair opening in DNA: a Brownian dynamics simulation. J Am Chem Soc. 1991;113(7):2490–3.
[26] Yegorenkov AI, Polozov PV. Graphical method of learning the disclosure of base pairs of DNA. M., dep. in VINITI, 4152-V88. 1988. 27 p.