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EFFECTS OF SALT SOLUTIONS ON DNA MICROMECHANICS UNDER TENSION FU HONGXIA NATIONAL UNIVERSITY OF SINGAPORE 2006 i EFFECTS OF SALT SOLUTIONS ON DNA MICROMECHANICS UNDER TENSION FU HONGXIA (B. Eng. Shandong University of Science and Technology) (M. Eng. Dalian University of Technology) A THESIS SUBMITED FOR THE DEGREE OF DOCTOR OF PHILOSOPHY DEPARTMENT OF CIVIL ENGINEERING NATIONAL UNIVERSITY OF SINGAPORE 2006 iii ACKNOWLEDGEMENTS First and foremost, I would like to thank my advisors, Professor Koh Chan Ghee and Associate Professor Lim Chwee Teck, who introduced me to a world of research with both intellectually stimulating and engaging. Thanks for their great guidance and encouragement throughout my Ph.D. study. Thanks for the wonderful opportunity for me to work with and learn from them during these years. I would like to thank National University of Singapore (NUS) for the research scholarship and all the research facilities and resources. Especially, I deeply thank the Nano Biomechanics Laboratory (Division of Bioengineering, NUS) for providing great experimental support for my research. I really appreciate the help of the lab officers, Ms. Tan P. S. Eunice, Mr. Hairul Nizam Bin Ramli and Ms. Low Y. H. Kelly. I would like to thank many people who helped me during my Ph.D. study. Chen Hu for the great help to my research. Thank Dr I’m very grateful to him for the discussion and advice on my numerical and experimental studies. Thank Dr Yan Jie for the valuable comments on my thesis. Thank Lee Y.Y., Gregory, Cheong F.C., Li Ang, Qie Lan, Vedula Sri Ram Krishna, Zhou Enhua, Tay C. S. and Ng C. L. for sharing their knowledge and experience for my experiments. Thank Mr. Sit B. C., Mr. Ang B. O., Mr. Yip K. K., Mdm Annie Tan, Mr. Kamsan B. R. and Mr. Wong K. W. for the help during my teaching assistant. Thank Zhao Li, Lee S. C., Chhoa C. Y., Lim K. G., Leong K. S., Chia K. S. and Wang Zengrong for their help and encouragement. I sincerely thank my family for their continuous support and encouragement. ii TABLE OF CONTENTS TITLE PAGE . i ACKNOWLEDGEMENTS . ii TABLE OF CONTENTS iii SUMMARY . vii LIST OF TABLES . ix LIST OF FIGURES x NOMENCLATURE . xiii CHAPTER INTRODUCTION 1.1 DNA Structure . 1.2 DNA Micromechanics . 1.2.1 Introduction of DNA Micromechanics . 1.2.2 Studies of DNA Micromechanics under Tension . 1.3 Objectives and Scope of This Study 13 1.4 Organization of Thesis . 14 CHAPTER LITERATURE REVIEW 16 2.1 Experimental Methods for DNA Manipulation . 16 2.2 Numerical Models for DNA Micromechanics under Tension . 19 2.2.1 Conformational Structures of DNA 20 2.2.2 Numerical Models for Elastic Behavior of DNA . 22 2.2.2.1 FJC Model 22 2.2.2.2 WLC Model . 23 2.2.3 Models for Overstretching Transitions of DNA . 25 2.2.3.1 State Transition Models . 25 2.2.3.2 ZZO Model 27 iii 2.2.4 2.3 Models Dependent on Solution Conditions 30 Summary 33 CHAPTER EXPERIMENTAL SETUP AND PROCEDURES . 35 3.1 Background 35 3.2 Principles of Optical tweezers . 36 3.3 Force Calibration of Optical tweezers . 39 3.3.1 Escape Force Method 40 3.3.2 Trap Stiffness Based Methods 42 3.3.3 Recommended Force Calibration Method 45 3.4 Experimental Setup 47 3.4.1 Single-Beam Optical tweezers 48 3.4.2 Sample Heater . 49 3.4.3 Sample Chamber . 50 3.5 Sample Preparation 50 3.5.1 Preparation of λ-DNA . 50 3.5.2 Binding of DNA & Microspheres . 53 3.6 Experimental Manipulation . 56 3.7 Summary 59 CHAPTER IONIC EFFECTS ON ELASTIC PROPERTIES OF DNA . 60 4.1 Extensible WLC Model Studies 60 4.2 OSF Theory Studies . 63 4.3 Elastic Moduli Renormalization Model Studies 66 4.3.1 Elastic Moduli Renormalization Model 66 4.3.2 Results and Discussion . 69 4.4 Summary 70 iv CHAPTER IONIC EFFECTS ON THE FIRST OVERSTRETCHING TRANSITION OF DNA . 73 5.1 Expeirmental Study of Salt Solution Effects on the First Overstretching Transion 74 5.1.1 Effect of Sodium Ionic Strength . 74 5.1.2 Effect of Magnesium Ionic Strength . 76 5.2 Numerical Study of Salt Solution Effect on the First Overstretching Transiton . 79 5.2.1 Modified ZZO Model . 79 5.2.2 Analytical Results . 84 5.2.3 Metropolis Monte Carlo Simulation . 91 5.2.3.1 Discrete Modified ZZO Model 91 5.2.3.2 MMC Method 93 5.2.3.3 MMC Simulation Results 95 5.3 Summary 95 CHARPTER THE SECOND OVERSTRETCHING TRANSITION OF DNA 100 6.1 Experimental Study of Ionic Effects on the Second Overstretching Transition 100 6.2 Numerical Study of Ionic Effects on the Second Overstretching Transition. 103 6.2.1 Possible DNA Structures during Overstretching Transitions . 103 6.2.2 Three-State Ising-Like Model . 109 6.3 Numerical Study of Other Effects on the Second Overstretching Transition 121 6.3.1 Kinetic Three-State Ising-Like Model 121 6.3.2 Results and Discussion . 124 v 6.4 Summary 129 CHARPTER 7.1 CONCLUSIONS AND RECOMMENDATIONS 131 Summary of Findings and Contributions . 131 7.1.1 Studies on Elastic Properties of DNA . 131 7.1.2 Studies on the First Overstretching Transition of DNA . 132 7.1.3 Studies on the Second Overstretching Transition of DNA . 133 7.2 Future work 134 REFERENCES 136 PUBLICATIONS 149 vi SUMMARY The main objective of this research is to experimentally and numerically investigate the effects of salt conditions on the mechanical properties of single DNA molecules under tension. In particular, the ionic effects of sodium and magnesium salt solutions on the first and second overstretching transitions are examined. Firstly, the elastic properties of DNA are studied by curve fitting of the experimental data with the extensible worm-like chain model, Odijk-Skolnick-Fixman theory and elastic moduli renormalization model. The sodium and magnesium ionic effects on the persistence length, elastic stretch modulus and effective length per charge of DNA are studied. The results show that when the ionic strength of sodium or magnesium salt solution increases, the persistence length and effective length per charge of DNA decreases while the elastic stretch modulus increases. Secondly, a three-dimensional model, namely the modified ZZO model, is proposed to investigate the ionic effects on the first overstretching transition of DNA. In this model, bending deformation of DNA backbones, cooperativity of base-stacking interactions, electrostatic interactions and spatial effects of DNA double helix structure are all taken into account. The electrostatic energy is explicitly given as a function of folding angle and ionic strength. A new parameter is also introduced to account for the cooperativity of base-stacking interactions. The results show that the first overstretching force is linear with the natural logarithm of ionic strength. Finally, using optical tweezers, the ionic effects on the second overstretching transition vii of DNA are experimentally studied. The results show that the second overstretching transition force increases when the ionic strength increases. The second overstretching transition curve is less pronounced for low ionic strengths than that for higher ones. Following Cocco et al. (2004), the three-state Ising-like model is used to study the ionic effects on the second overstretching transition of DNA. In this model, each base pair of DNA is assumed to take one of the three states, which are B-DNA, S-DNA and ssDNA. The proportions of each state during the transition suggest that S-DNA is not one or two unrelated ssDNA but essentially a double-strand DNA with some unpeeled parts and melted base pairs. Furthermore, the kinetic model based on this three-state Ising-like model is applied to study the effects of DNA sequence and stretching speed on the second overstretching transition. The results show that the second overstretching transition force increases when the stretching speed increases. Because the ssDNA free energy or the free energy of stacking interaction of AT-rich DNA is much lower than that of GC-rich DNA, the second overstretching transition is more distinct for GC-rich DNA than that for AT-rich DNA. viii LIST OF TABLES TABLE PAGE Table 3.1 Drag on a particle near chamber surface (Faxen’s Law)*. 41 Table 4.1 Effects of sodium and magnesium ionic strength ( c ) on the persistence length ( A ) and elastic stretch modulus ( S ) of single DNA molecules at 37˚C. 62 Table 4.2 Effects of sodium ionic strength on the persistence length of single DNA molecules (37˚C) calculated by the extensible WLC model and the elastic moduli renormalization model. 72 Table 4.3 Effects of magnesium ionic strength on the persistence length of single DNA molecules (37˚C) calculated by the extensible WLC model and the elastic moduli renormalization model. 72 Table 5.1 Experimental data of the first overstretching forces at different sodium salt solutions and temperatures. 76 Table 5.2 Comparison of the first overstretching transition forces under different sodium and magnesium salt solutions at 37˚C. 78 Table 5.3 Comparison of experimental and analytical results for the first overstretching forces under different sodium salt solutions at 37°C. 90 Table 5.4 Comparison of experimental and analytical results for the first overstretching forces under different magnesium salt solutions at 37°C. 90 Table 5.5 Comparison of experimental and numerical results for the first overstretching forces under different sodium salt solutions at 37°C. 99 Table 6.1 Comparison of persistence length A and stretch modulus S for B-DNA and S-DNA between the data determined by the three-state model and those in Chapter 4. 116 Table 6.2 Stacking free energy of the neighboring base pairs of DNA in 150 mM NaCl with 10 mM Tris and mM EDTA buffer solution at 20°C. 128 ix CHAPTER CONCLUSIONS AND RECOMMENDATIONS 3. DNA & protein interactions. In the physiological conditions, DNA always interacts with some kinds of proteins so as to fulfill the biological functions. During these interactions, DNA molecules may be highly bent, stretched or twisted. Although a lot of research has been performed on the single-DNA studies of protein-DNA interactions, the mechanical properties of DNA interacted with different kinds of proteins under different surrounding conditions should be further investigated. 135 REFERRENCES REFERENCES Ahsan A., Rudnick J. and Bruinsma R., Elasticity Theory of the B-DNA to S-DNA, Biophysical J., 74, pp: 132-137, 1998. Amblard F., Yurke B., Pargellis A. and Leibler S., A Magnetic Manipulator for Studying Local Rheology and Micromechanical Properties of Biological System, Rev. Sci. Instrum., 67, pp: 1-10, 1996. Allemand J.F., Bensimon D., Lavery R. and Croquette V., Stretched and Overwound DNA Forms a Pauling-Like Structure with Exposed Bases, Proc. Natl. Acad. Sci. USA, 95, pp: 14152-14157, 1998. Ashkin A., Acceleration and Trapping of Particles by Radiation Pressure, Physical Review Letters, 24, pp: 156-159, 1970. Ashkin A., Application of Laser Radiation Pressure, Science, 210, pp: 1081-1088, 1980. Ashkin A. and Dziedzic J.M., Optical Levitation by Radiation Pressure, Applied Physics Letters, 19, pp: 283-285, 1971. Ashkin A. and Dziedzic J.M., Observation of Radiation-Pressure Trapping of Particles by Alternating Light Beams, Physical Review Letters, 54, pp: 1245-1248, 1985. Ashkin, A. Forces of a Single-beam Gradient Laser Trap on a Dielectric Sphere in the Ray Optics Regime, Biophysical Journal, 61, pp:569-582, 1992. 136 REFERRENCES Ashkin A. and Gordon J.P., Stability of Radiation-pressure Particle Traps: An Optical Earnshaw Theorem, Optics Letters, 8, pp: 511-513, 1983. Ashkin A., Dziedzic J.M., Bjorkholm J.E., and Steven Chu, Observation of a Single-beam Gradient Force Optical Trap for Dielectric Particles, Optics Letters, 11, pp: 288-290, 1986. Ashkin A. and Dziedzic J.M., Optical Trapping and Manipulation of Viruses and Bacteria, Science, 235, pp: 1517-1520, 1987a. Ashkin A., Dziedzic J.M., and Yamane T., Optical Trapping and Manipulation of Single Cells Using Infrared Laser Beams, Nature (London), 330, pp: 769-771, 1987b. Ashkin A., Schütze K., Dziedzic J.M., Euteneuer U., and Schliwa M., Force Generation of Organelle Transport Measured in Vivo by An Infrared Laser Trap, Nature, 348, pp: 346 – 348, 1990. Austin R.H., Brody J.P., Cox E.C., Duke T., and Volkmuth W., Stretch Genes, Physics Today, 50(2), pp: 32-38, 1997. Barrat J.-L. and Joanny J.-F., Persistence Length of Polyelectrolyte Chains, Europhys. Lett., 24(5), pp: 333-338, 1993. Baumann C.G., Bloomfield V.A., Smith S.B., Bustamante C. and Wang M.D., Stretching of Single Collapsed DNA Molecules, Biophysical J., 78, pp: 1965-1978, 2000. Baumann C.G., Smith S.B., Bloomfield V.A. and Bustamante C., Ionic Effects on the Elastic of Single DNA Molecules, Proc. Natl. Acad. Sci. USA, 94, pp: 6185-6190, 137 REFERRENCES 1997. Bennink, M.L., Schärer O.D., Kanaar R., Sakata-Sogawa K., Schins J.M., Kanger J.S., Grooth B.G.d., and Greve J., Single-molecule Manipulation of Double-stranded DNA Using Optical Tweezers: Interaction Studies of DNA with RecA and YOYO-1. Cytometry, 36, pp: 200-208, 1999. Bensimon D., Simon A.J., Croquette V. and Bensimon A., Stretching DNA with A Receding Meniscus: Experiments and Models, Phys. Rev. Lett., 74, pp: 4754-4757, 1995. Binning G., Quate F.C. and Gerber C.H., Atomic Force Microscope, Phys. Rev. Lett., 56, pp: 930-933, 1986. Blade R.D., Bizzaro J.W., Blake J.D., Day G.R., Delcourt S.G., Knowles J., Marx K.A., and SantaLucia Jr. J, Statistical Mechanical Simulation of Polymeric DNA Melting with MELTSIM, Bioinformatics, 15(5), pp: 370, 1999. Block S.M., Blair D.F., and Berg H.C., Compliance of Bacterial Flagella Measured with Optical Tweezers, Nature, 338, pp: 514 – 518, 1989. Bouchiat C., Wang M.D., Allemand J.-F., Strick T., Block S.M. and Croquette V., Estimating the Persistence Length of a Worm-Like Chain Molecule from Force-Extension Measurements, Biophysical J., 76, pp: 409-413, 1999. Bryant Z., Stone M.D., Gore J., Smith S.B., Cozzarelli N.R. and Bustamante C., Structural Transitions and Elasticity from Torque Measurements on DNA, Nature, 424, pp: 338-341, 2003. 138 REFERRENCES Bustamante C., Bryant Z., and Smith S.B., Ten Years of Tension: Single-Molecule DNA Mechanics, Nature, 421, pp: 423-427, 2003. Bustamante C., Marko J.F., Sigga E.D. and Smith S., Entropic Elasticity of λ − phage DNA, Science, 265, pp: 1599-1600, 1994. Bustamante C., Smith S.B., Jan Liphardt and Smith D., Single-Molecule Studies of DNA Mechanics, Current Opinion in Structural Biology, 10, pp: 279-285, 2000. Cantor C.R. and Schimmel P.R., Biophysical Chemistry, Part III: The Behavior of Biological Macromolecules, San Francisco: W. H. Freemann, 1980. Chiu T. K. and Dickerson R. E., Å Crystal Structures of B-DNA Reveal Sequence-specific Binding and Groove-specific Bending of DNA by Magnesium and Calcium, J. Mol. Bio., 301, pp: 915-945, 2000. Cizeau P. and Viovy J.-L., Modeling Extreme Extension of DNA, Biopolymers, 42, pp: 383-385, 1997. Clausen-Schaumann H., Rief M., Tolksdorf C. and Gaub H.E., Mechanical Stability of Single DNA Molecules, Biophysical J., 78, pp: 1997-2007, 2000. Cluzel P., Lebrun A., Heller C., Lavery R., Viovy J.L., Chatenay D. and Caron F., DNA: An Extensible Molecule, Science, 271, pp: 792-794, 1996. Cocco S., Yan J., Léger J.-F., Chatenay D., Marko J.F., Overstretching and Force-Driven Strand Separation of Double-Helix DNA, Physical Review E, 70, pp: 011910, 2004. 139 REFERRENCES Dessinges M.-N., Maier B., Zhang Y., Peliti M, Bensimon D., and Croquette V., Stretching Single Stranded DNA, a Model Polyelectrolyte, Phys. Rev. Lett., 89, pp: 248102, 2002. Dong R., Yan X., Yu G., and Liu S., B- to S-form Transition of Double-stranded DNA in Solutions of Various Salt Concentrations, Phys. Lett. A., 318, pp: 600-606, 2003. Evans E., Ritchie K. and Merkel R., Sensitive Force Technique to Probe Molecular Adhesion and Structural Linkages at Biological Interfaces, Biophys. J., 68, pp: 2580-2587, 1995. Fixman M. and Kovac J., Polymer Conformational Statistics. III: Modified Gaussian Models of Stiff Chains, J. Chem. Phys. 58, pp: 1564-1568, 1973. Florin E.L., Moy V.T. and Gaub H.E., Adhesion Force between Individual Ligand-Receptor Pairs, Science, 264, pp: 415-417, 1994. Frank-Kamenetskii M.D., Biophysics of the DNA Molecule, Physics Report, 288, pp: 13-60, 1997. Frank-Kamenetskii M.D., Lukashin A.V., Anshelevich V.V., and Vologodskii A.V., Torsional and Bending Rigidity of the Double Helix from Data on Small DNA Rings, J. Biomol. Struct. Dyn., 2, pp: 1005-1012, 1985. Frank-Kamenetskii M.D., Anshelevich V.V., and Lukashin A.V., Polyelectrolyte Model of DNA, Sov. Phy. Usp., 30, pp 317-330, 1987. Fu H., Koh C.G., and Chen H., Ionic Effects on Overstretching Transition of B-DNA, European Physical Journal E, 17, pp: 231-235, 2005. 140 REFERRENCES Gang Bao, Mechanics of Biomolecules, Journal of the Mechanics and Physics of Solids, 50, pp: 2237-2274, 2002. Grandbois M., Beyer M., Rief M., Clausen-Schaumann H. and Gaub H.E., How Strong Is A Covalent Bond? Science, 283, pp: 1727-1730, 1999. Grier D.G., A Revolution in Optical Manipulation, Nature, 424, pp: 810-816, 2003. Haber C. and Wirtz D., Shear-Induced Assembly of Lambda-Phage DNA, Biophysical Journal, 79, pp: 1530-1536, 2000. Hagerman P.J., Flexibility of DNA, Annual Review of Biophysics and Biophysical Chemistry, 17, pp: 265-286, 1988. Happel J. and Brenner H., Low Reynolds Number Hydrodynamics, Dordecht: Kluwer Academic, 1991. Ishijima A., Doi T., Sakurada K. and Yanagida T., Sub-Piconewtown Force Fluctuations of Actomyosin in Vitro, Nature, 352, pp: 301-306, 1991. Karp G., Cell and Molecular Biology, John Wiley & Sons, Inc., 1996. Lang M.J. and Block S.M., Resource Letter: LBOT1: Laser-Based Optical Tweezers, American Journal of Physics, 71, pp: 201-215, 2002. Lavery R., Lebrun A., Allemand J.-F., Bensimon D. and Croquette V., Structure and Mechanics of Single Biomolecules: Experiment and Simulation, J. Phys.: Condens. Matter, 14, R383-R414, 2002. Le Bret M., and Zimm B., Distribution of Counterions around a Cylindrical 141 REFERRENCES Polyelectrolyte and Manning’s Condensation Theory, Biopolymers, 23, pp: 287-312, 1984. Lebrun A. and Lavery R., Modeling Extreme Stretching of DNA, Nucleic Acid Research, 24, pp: 2260-2267, 1996. Lee G.U., Chrisey L.A. and Colton R.J., Direct Measurement of the Forces between Complementary Strands of DNA, Science, 266, pp: 771-773, 1994. Lee N. and Thirumalai D., Stretching DNA: Role of Electrostatic Interactions, Eur. Phys. J. B, 12, pp: 599-605, 1999. Lee Y.Y., Gregory, Study of DNA Mechanics Using Optical Traps, Master Thesis, National University of Singapore, 2004. Leger J.F., Romano G., Sarkar A., Robert J., Bourdieu L., Le C.D. and Marko J.F., Structural Transitions of a Twisted and Stretched DNA Molecule, Physical Review Letters, 83, pp: 1066-1069, 1999. Lu Y.J., Weers B. and Stellwagen N.C., DNA Persistence Length Revisited, Biopolymers, 61, pp: 261-275, 2002. Luger K., Mader A.W., Richmond R.K., Sargent D.F. and Richmond T., Crystal Structure of the Nucleosome Core Particle at 2.8Å Resolution, Nature, 389, pp: 251-260, 1997. Manning G.S., Limiting Laws and Counterion Condensation in Polyelectrolyte Solutions, 1, Colligative Properties, J. Chem. Phys., 51, pp: 924-933, 1969. 142 REFERRENCES Manning G.S., Polelectrolytes, Ann. Rev. Phys. Chem., 23, pp: 117-140, 1972. Manning G.S., Counterion Binding in Polyelectrolyte Theory, Acc. Chem. Res., 12, pp: 443, 1979. Marko J.F., Stretching must Twist DNA, Europhys. Lett., 38, pp: 183-188, 1997. Marko J.F., DNA under High Tension: Overstretching, Undertwisting, and Relaxation Dynamics, Physical Review E., 57, pp: 2134-2149, 1998. Marko J.F. and Siggia E.D., Stretching DNA, Macromolecules, 28, pp: 8759-8770, 1995. Molloy J.E. and Padgett M.J., Lights, Action: Optical Tweezers, Contemporary Physics, 43, pp: 241-258, 2002. Moroz J.D. and Nelson P., Torsional Directed Walks, Entropic Elasticity and DNA Twist Stiffness, Proc. Nat. Acad. Sci. USA, 94, pp:14418-14422, 1997. Neuman K.C. and Block S.M., Optical Trapping, Review of Scientific Instruments, 75, pp: 2787-2809, 2004. Newman M.E.J. and Barkema G.T., Monte Carlo Methods in Statistical Physics, New York: Oxford University Press Inc., 1999. Nishinaka T., Ito Y., Yokoyama S. and Shibata T., An Extended DNA Structure through Deoxyribose-Base Stacking Induced by RecA Protein, Proc. Natl. Acad. Sci. USA, 94, pp: 6623-6628, 1997. Olby R., Quiet Debut for the Double Helix, Nature, 421, pp: 402-405, 2003. 143 REFERRENCES Odijk T., Polyelectrolytes near the Rod Limit, J. Polym. Sci. Polym. Phys. Ed., 15, pp: 477-483, 1977. Odijk T., Stiff Chains and Filaments under Tension, Macromolecules, 28, pp: 7016-7018, 1995. Podgornik R., Hansen P.L., and Parsegian V.A., Elastic Moduli Renormalization in Self-interacting Stretchable Polyelectrolytes, Journal of Chemical Physics, 113, pp: 9343-9350, 2000. Punkkinen O., Hansen P.L., Miao L., and Vattulainen I., DNA Overstretching Transition: Ionic Strength Effects, Biophysical Journal, 89, pp: 967-978, 2005. Rice S.A. and Nagasawa M., Polyelectrolyte Solutions, London and New York: Academic Press, pp: 99-128, 1961. Rief M., Hauke C.-S., and Gaub H.E., Sequence-Dependent Mechanics of Single DNA Molecules, Nature Structural Biology, 6, pp: 346-349, 1999. Rouzina I. and Bloomfield V.A., Heat Capacity Effects on the Melting of DNA 1. General Aspects, Biophysical J., 77, pp: 3242-3251, 1999a. Rouzina I. and Bloomfield V.A., Heat Capacity Effects on the Melting of DNA 2. Analysis of Nearest-Neighbor Base Pair Effects, Biophysical J., 77, pp: 3252-3255, 1999b. Rouzina I. and Bloomfield V.A., Force-induced Melting of the DNA Double Helix 1. Thermodynamic Analysis, Biophysical Journal, 80, pp: 882-893, 2001a. 144 REFERRENCES Rouzina I. and Bloomfield V.A., Force-Induced Melting of the DNA Double Helix 2. Effect of Solution Conditions, Biophysical Journal, 80, pp: 8894-900, 2001b. Rugar D. and Hansma P.K., Atomic Force Microscopy, Phys. Today, 43, pp: 23-30, 1990. Saenger W., Principle of Nucleic Acid Structure, pp: 283-297, New York: Springer-Verlag, 1984. SantaLucia Jr. J., A Unified View of Polymer, Dumbbell, and Oligonucleotide DNA Nearest-Neighbor Thermodynamics, Proc. Natl. Acad. Sci. USA, 95, pp: 1460-1465, 1998. SantaLucia Jr. J. and Hicks D., The Thermodynamics of DNA Structure Motifs, Annu. Rev. Biophys. Biomol. Struct., 33, pp: 415-440, 2004. Sarkar A., Leger J-F., Chatenay D. and Marko J.F., Structural Transitions in DNA Driven by External Force and Torque, Physical Review E, 63, pp: 051903, 2001. Savage D., Mattson G., Desai S., Nielander G., Morgensen S. and Conklin E, Avidin-Biotin Chemistry: A Handbook, Pierce Chemical Company, Rockford, IL. 1992. Schleif Robert F., Genetics and Molecular Biology, Baltimore: Johns Hopkins University Press, 2nd ed. pp: 22-41, 1993. Simmons R.M., Finer J.T., Chu S. and Spudich J.A., Quantitative Measurements of Force and Displacement Using an Optical Trap, Biophys. J., 70, pp: 1813-1822, 1996. 145 REFERRENCES Skolnick J. and Fixman M., Electrostatic Persistence Length of a Wormlike Polyelectrolyte, Macromolecules, 10, pp: 944-948, 1977. Smith S.B., Cui Y. and Bustamante C., Overstretching B-DNA: the Elastic Response of Individual Double-Stranded and Single-Stranded DNA, Science, 271, pp: 795-799, 1996. Smith S.B., Finzi L. and Bustamante C., Direct Mechanical Measurements of the Elasticity of Single DNA Molecules by Using Magnetic Beads, Science, 258, pp: 1122-1126, 1992. Storm C. and Nelson P.C., Theory of High-Force DNA Stretching and Overstretching, Physical Review E., 67, pp: 051906, 2003a. Storm C. and Nelson P.C., The Bend Stiffness of S-DNA, Europhysics Letters, 62(5), pp: 760-766, 2003b. Strick T.R., Allemand J.F., Bensimon D., Bensimon A. and Croquette V., the Elasticity of a Single Supercoiled DNA Molecule, Science, 271, pp: 1835-1837, 1996. Svoboda, K. and Block S.M., Biological Applications of Optical Forces, Annual Review of Biophysical and Biomolecular Structures, 23, pp: 47-85, 1994. TechNote #101: ProActive Microspheres, Bangs Laboratories Inc. Vologodskii A., DNA Extension under the Action of an External Force, Macromolecules, 27, pp: 5623-5625, 1994. Vologodskii A.V., Levene S.D., Klenin K.V., Frank-Kamenetskii M.D., and Cozzarelli 146 REFERRENCES N.R., Conformational and Thermodynamic Properties of Supercoiled DNA, J. Mol. Biol. 227, pp: 1224-1243, 1992. Wang M.D., Yin H., Landick R., Gelles J. and Block S.M., Stretching DNA with Optical Tweezers, Biophysical J., 72, pp: 1335-1346, 1997. Wang M.D., Schnitzer M.J., Yin H., Landick R., Gelles J., and Block S.M., Force and Velocity Measured for Single Molecules of RNA Polymerase, Science, 282, pp: 902-907, 1998. Watson J.D.(ed), Molecular Biology of the Gene, San Francisco: Benjamin Cummings, pp: 97-128, 2004. Watson J.D. and Crick F.H.C. Molecular Structure of Nucleic Acids, Nature, 171, pp: 737-738, 1953. Wenner J.R., Williams M.C., Rouzina I. and Bloomfield V.A., Salt Dependence of the Elasticity and Overstretching Transition of Single DNA Molecules, Biophysical J., 82, pp: 3160-3169, 2002. Williams M.C., Rouzina I. and Bloomfield V.A., Thermodynamics of DNA Interactions from Single Molecule Stretching Experiments, Acc. Chem. Res., 35, pp: 159-166, 2002. Williams M.C., Wenner J.R., Rouzina I. and Bloomfield V.A., Effect of PH on the Overstretching Transition of Double-Stranded DNA: Evidence of Force-Induced DNA Melting, Biophysical J., 80, pp. 874-881, 2001. Wuite G.J.L., Davenport R.J., Rappaport A., and Bustamante C., An Integrated Laser 147 REFERRENCES Trap/Flow Control Video Microscope for The Study of Single Biomolecules, Biophysical Journal, 79(2), pp: 1155-1167, 2000. Xiao J.X., Lin J.T. and Tian B.G., Denaturation Temperature of DNA, Physical Review E, 50, pp: 5039-5042, 1994. Yan J., Skoko D. and Marko J. F., Near-field-magnetic-tweezer Manipulation of Single DNA Molecules, Physical Review E, 70, pp: 011905, 2004. Yin H., Wang M.D., Svoboda K., Landick R., Block S.M., and Gelles J., Transcription against an Applied Force, Science, 270, pp: 1653-1656, 1995. Zhou H.J., Zhang Y. and Ou-yang Z.-C., Elastic Property of Single Double-Stranded DNA Molecules: Theoretical Study and Comparison with Experiments, Physical Review E, 62, pp: 1045-1058, 2000a. Zhou Haijun, The Elasticity and Statistical Mechanical Properties of DNA Molecule, Ph.D. Thesis, Institute of Theoretical Physics of Academia Sinica, 2000b. Zhang Y., Zhou H.J. and Ou-Yang Z.-C., Monte Carlo Implementation of Supercoiled Double-Stranded DNA, Biophysical J., 78, pp: 1979-1987, 2000. Zhang Y., Zhou H.J. and Ou-yang Z.-C., Stretching Single-Stranded DNA: Interplay of Electrostatic, Base-Pairing, and Base-Pair Stacking Interactions, Biophys. J., 81, pp: 1133-1143, 2001. 148 PUBLICATIONS PUBLICATIONS ARISING FROM THIS RESEARCH Journal Papers [1] Fu H.X., Koh C.G. and Chen H., Ionic Effects on Overstretching Transition of B-DNA, The European Physical Journal E, 17, pp: 231-235, 2005. [2] Fu H.X., Koh C.G., Chen H. and Lim C.T., 2006, Experimental and Numerical Studies on B-DNA Overstretching Transition in Presence of Sodium Ions at Physiological Temperature, Solid State Phenomena, 2006. (Accepted) [3] Lim C.T., Zhou E.H., Li A., Vedula S.R.K. and Fu H.X., Experimental Techniques for Single Cell and Single Molecule Biomechanics, Materials Science & Engineering C: Biomimetic & Supramolecular Systems, 26, pp: 1278-1288, 2006. [4] Chen H., Fu H. X. and Koh C. G., Sequence-dependent Unpeeling Dynamics of Stretched DNA Double Helix, The European Physical Journal E., 2006. (Submitted) Conference Papers [1] Fu H.X., Koh C.G., Chen H. and Lim C.T., Experimental and Numerical Studies on B-DNA Overstretching Transition in Presence of Sodium Ions at Physiological Temperature, China International Conference on Nanoscience and Technology, June 9-11, 2005, Beijing China. [2] Fu H.X., Koh C.G., Chen H., Tay C. S. and Lim C. T., Ionic effects of magnesium 149 PUBLICATIONS salt solution on the elastic&overstretching response of single B-DNA molecules. The 12th International Conference on Biomedical Engineering, December 7-10, 2005, Singapore. (The conference paper [1] has been recommended by the conference committee and accepted to be published in “Solid State Phenomena”.) 150 [...]... 1997) Among all the forms of DNA, B -DNA is thought to be the dominant form of DNA under physiological conditions Many of biological functions of DNA, such as DNA and RNA polymerase interaction, are related to the micromechanics of B -DNA under tension The micromechanics of B -DNA and its extended form S -DNA will be investigated in this research 1.2 DNA Micromechanics 1.2.1 Introduction of DNA Micromechanics. .. modulus of DNA; K (R ) Renormalized bending modulus of DNA; kB Boltzmann constant; L Contour length of DNA; lB Bjerrum length; xiii R Radius of DNA; s Arc length along the backbone of DNA; S Elastic stretch modulus of DNA; S (R ) Renormalized elastic stretch modulus of DNA; ssDNA Single-strand DNA; T Absolute temperature; t Tangential vector of the central axial of DNA; t1 ,t 2 Tangential vectors of the... undoubtedly improve our understanding of the relations of structure, micromechanics and biological functions of DNA The details of modern techniques used to study the mechanical properties of DNA will be introduced in the next chapter In the studies of DNA micromechanics under tension, torsion, unzipping and interaction with proteins, the mechanical properties of DNA under tension are always involved... also dependent on the ionic strength Experimental studies are needed to verify the effects of ionic strengths on the second overstretching transition 12 CHAPTER 1 INTRODUCTION 1.3 Objective and Scope of This Study The main objective of this study is to experimentally and numerically investigate the effects of salt conditions on DNA micromechanics under tension, especially the first and second overstretching... different ionic strengths This study is the first experiment to show the magnesium ionic effects on DNA elastic properties and overstretching transitions under tension The experimental results for the sodium ionic effects on DNA micromechanics can essentially confirm with the previous studies by Wenner et al (2002) 2 The ionic effects of sodium and magnesium salt solutions on the elastic properties of single... the magnesium ionic effects on DNA micromechanics Although Baumann et al give the experimental data for the elastic properties of DNA in 100 µM MgCl2 solution They have not shown how the different magnesium salt concentrations affect the mechanical properties of DNA Therefore, the effects of magnesium salt solutions on the elastic properties and the first overstretching transition of DNA will be investigated... stretching 120 Figure 6.8 Dependence of stretching speed on the force vs extension relationship of homopolymer poly(GC) DNA with N = 500 bps 124 Figure 6.9 Dependence of stretching speed on the force vs extension relationship of homopolymer poly(AT) DNA with N =1000 bps 126 Figure 6.10 Dependence of stretching speed on the force vs extension relationship of a part of λ -DNA from 25,001 bp to 26,000 bp 130...LIST OF FIGURES FIGURE PAGE Figure 1.1 Primary structure of DNA 3 Figure 1.2 Double helix structure of DNA (Karp 1996) 4 Figure 1.3 Schematic diagram of DNA conformation transition under tension 8 Figure 2.1 Scheme diagrams of DNA micromanipulations 18 Figure 2.2 Conformational models of DNA 21 Figure 2.3 Schematic diagram of ZZO model (Zhou et al., 2000a, b) 28 Figure 3.1 Schematic diagrams of optical... transition of DNA This research is expected to enhance our understanding and modeling capability on the effects of salt conditions on DNA behavior in some biological functions, such as DNA wrapping around histones, packing into chromosomes, bending upon interaction with proteins and looping to connect enhancer and promoter regions 1.4 Organization of Thesis In Chapter 2, the literature review of experimental... Chapter 5, the effects of ionic strength on the first overstretching transition of single DNA molecules are experimentally and numerically studied The modified ZZO model is proposed to study the electrostatic contribution of sodium and magnesium cations to the first overstretching transition force In Chapter 6, the ionic effects of NaCl solutions on the second overstretching transition of single DNA molecules . i EFFECTS OF SALT SOLUTIONS ON DNA MICROMECHANICS UNDER TENSION FU HONGXIA NATIONAL UNIVERSITY OF SINGAPORE 2006 ii EFFECTS OF SALT SOLUTIONS ON DNA MICROMECHANICS. the effects of salt conditions on the mechanical properties of single DNA molecules under tension. In particular, the ionic effects of sodium and magnesium salt solutions on the first and second. micromechanics of B -DNA under tension. The micromechanics of B -DNA and its extended form S -DNA will be investigated in this research. 1.2 DNA Micromechanics 1.2.1 Introduction of DNA Micromechanics