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6. Université Joseph Fourier
Les Houches
Session LXXXII
Multiple aspects of DNA and RNA:
from Biophysics to Bioinformatics
7. Lecturers who contributed to this volume
Tom Duke
Jacques van Helden
Hidde de Jong
Jim Kadonaga
Alexei Khokhlov
Richard Lavery
John Marko
Alexander Samsonov
Maria Samsonova
Terence Strick
Denis Thieffry
Eric Westhof
8. ÉCOLE D’ÉTÉ DE PHYSIQUE DES HOUCHES
SESSION LXXXII, 2–27 AUGUST 2004
EURO SUMMER SCHOOL
NATO ADVANCED STUDY INSTITUTE
ÉCOLE THÉMATIQUE DU CNRS
MULTIPLE ASPECTS OF DNA AND RNA:
FROM BIOPHYSICS TO BIOINFORMATICS
Edited by
Didier Chatenay, Simona Cocco, Rémi Monasson,
Denis Thieffry and Jean Dalibard
2005
Amsterdam – Boston – Heidelberg – London – New York – Oxford
Paris – San Diego – San Francisco – Singapore – Sydney – Tokyo
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First edition 2005
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10. ÉCOLE DE PHYSIQUE DES HOUCHES
Service inter-universitaire commun
à l’Université Joseph Fourier de Grenoble
et à l’Institut National Polytechnique de Grenoble
Subventionné par le Ministère de l’Éducation Nationale,
de l’Enseignement Supérieur et de la Recherche,
le Centre National de la Recherche Scientifique,
le Commissariat à l’Énergie Atomique
Membres du conseil d’administration :
Yannick Vallée (président), Paul Jacquet (vice-président), Cécile DeWitt, Thérèse
Encrenaz, Bertrand Fourcade, Luc Frappat, Jean-François Joanny, Michèle
Leduc, Jean-Yves Marzin, Giorgio Parisi, Eva Pebay-Peyroula, Michel Peyrard,
Luc Poggioli, Jean-Paul Poirier, Michel Schlenker, François Weiss, Jean Zinn-
Justin
Directeur :
Jean Dalibard, Laboratoire Kastler Brossel, Paris, France
Directeurs scientifiques de la session LXXXII :
Didier Chatenay, Strasbourg, France
Oleg Krichevsky, Beer-Sheva, Israel
Rémi Monasson, Paris, France
Simona Cocco, Strasbourg, France
Denis Thieffry, Marseille, France
11. Previous sessions
I 1951 Quantum mechanics. Quantum field theory
II 1952 Quantum mechanics. Statistical mechanics. Nuclear physics
III 1953 Quantum mechanics. Solid state physics. Statistical mechanics.
Elementary particle physics
IV 1954 Quantum mechanics. Collision theory. Nucleon–nucleon interaction.
Quantum electrodynamics
V 1955 Quantum mechanics. Non equilibrium phenomena. Nuclear reactions.
Interaction of a nucleus with atomic and molecular fields
VI 1956 Quantum perturbation theory. Low temperature physics.
Quantum theory of solids. Ferromagnetism
VII 1957 Scattering theory. Recent developments in field theory.
Nuclear and strong interactions. Experiments in high energy physics
VIII 1958 The many body problem
IX 1959 The theory of neutral and ionized gases
X 1960 Elementary particles and dispersion relations
XI 1961 Low temperature physics
XII 1962 Geophysics; the earth’s environment
XIII 1963 Relativity groups and topology
XIV 1964 Quantum optics and electronics
XV 1965 High energy physics
XVI 1966 High energy astrophysics
XVII 1967 Many body physics
XVIII 1968 Nuclear physics
XIX 1969 Physical problems in biological systems
XX 1970 Statistical mechanics and quantum field theory
XXI 1971 Particle physics
XXII 1972 Plasma physics
XXIII 1972 Black holes
XXIV 1973 Fluids dynamics
XXV 1973 Molecular fluids
XXVI 1974 Atomic and molecular physics and the interstellar matter
XXVII 1975 Frontiers in laser spectroscopy
XXVIII 1975 Methods in field theory
XXIX 1976 Weak and electromagnetic interactions at high energy
XXX 1977 Nuclear physics with heavy ions and mesons
XXXI 1978 Ill condensed matter
XXXII 1979 Membranes and intercellular communication
XXXIII 1979 Physical cosmology
XXXIV 1980 Laser plasma interaction
XXXV 1980 Physics of defects
XXXVI 1981 Chaotic behaviour of deterministic systems
XXXVII 1981 Gauge theories in high energy physics
XXXVIII 1982 New trends in atomic physics
XXXIX 1982 Recent advances in field theory and statistical mechanics
XL 1983 Relativity, groups and topology
XLI 1983 Birth and infancy of stars
12. XLII 1984 Cellular and molecular aspects of developmental biology
XLIII 1984 Critical phenomena, random systems, gauge theories
XLIV 1985 Architecture of fundamental interactions at short distances
XLV 1985 Signal processing
XLVI 1986 Chance and matter
XLVII 1986 Astrophysical fluid dynamics
XLVIII 1988 Liquids at interfaces
XLIX 1988 Fields, strings and critical phenomena
L 1988 Oceanographic and geophysical tomography
LI 1989 Liquids, freezing and glass transition
LII 1989 Chaos and quantum physics
LIII 1990 Fundamental systems in quantum optics
LIV 1990 Supernovae
LV 1991 Particles in the nineties
LVI 1991 Strongly interacting fermions and high Tc superconductivity
LVII 1992 Gravitation and quantizations
LVIII 1992 Progress in picture processing
LIX 1993 Computational fluid dynamics
LX 1993 Cosmology and large scale structure
LXI 1994 Mesoscopic quantum physics
LXII 1994 Fluctuating geometries in statistical mechanics and quantum field theory
LXIII 1995 Quantum fluctuations
LXIV 1995 Quantum symmetries
LXV 1996 From cell to brain
LXVI 1996 Trends in nuclear physics, 100 years later
LXVII 1997 Modeling the Earth’s Climate and its Variability
LXVIII 1997 Probing the Standard Model of Particle Interactions
LXIX 1998 Topological aspects of low dimensional systems
LXX 1998 Infrared space astronomy, today and tomorrow
LXXI 1999 The primordial universe
LXXII 1999 Coherent atomic matter waves
LXXIII 2000 Atomic clusters and nanoparticles
LXXIV 2000 New trends in turbulence
LXXV 2001 Physics of bio-molecules and cells
LXXVI 2001 Unity from duality: Gravity, gauge theory and strings
LXXVII 2002 Slow relaxations and nonequilibrium dynamics in condensed matter
LXXVIII 2002 Accretion discs, jets and high energy phenomena in astrophysics
LXXIX 2003 Quantum Entanglement and Information Processing
LXXX 2003 Methods and Models in Neurophysics
LXXXI 2004 Nanophysics: Coherence and Transport
Publishers:
- Session VIII: Dunod, Wiley, Methuen
- Sessions IX and X: Herman, Wiley
- Session XI: Gordon and Breach, Presses Universitaires
- Sessions XII–XXV: Gordon and Breach
- Sessions XXVI–LXVIII: North Holland
- Session LXIX–LXXVIII: EDP Sciences, Springer
- Session LXXIX-LXXXI: Elsevier
14. Lecturers
DUKE Tom, Cavendish Lab., Madingley road, Cambridge CB3 0HE, UK
van HELDEN Jacques, Service de Conformation des Macromolécules Biolo-
giques et de Bioinformatique, Univ. Libre de Bruxelles, CP 263, Campus Plaine,
Boulevard du Triomphe, 1050 Bruxelles, Belgium
de JONG Hidde, INRIA Rhône Alpes, 655 avenue de l’Europe, 38330 Montbon-
not St Martin, France
KADONAGA Jim, Section of Molecular Biology and Center for Molecular Ge-
netics, Univ. of California, San Diego, La Jolla, CA 92093-0347 USA
KHOKHLOV Alexei, Head of the Chair of Polymer Physics and Crystalophysics,
Physics dept., Moscow State Univ., Leninskie Gor, 117234 Moscow, Russia
LAVERY Richard, Lab. de Biochimie Théorique, Inst. de Biologie Physico-
chimique, 11 rue Pierre et Marie Curie, 75005 Paris, France
MARKO John, Dept. Physics, Univ. Illinois, 845 West Taylor Street, Chicago,
IL 60607, USA
MUKAMEL David, Dept. Physics of Complex Systems, Weizmann Inst., 76100
Rehovot, Israel
NOVAK Bela, Group of Computational Molecular Biology, Dept. Agricultural
Chemical Technology, Technical Univ., 1521 Budapest, Hungary
STRICK Terence, Cold Spring Harbor Laboratory, Cold Spring Harbor, NY
11724, USA
SAMSONOVA Maria, Dept. Computational Biology, Center for Advanced
Studies, St Petersburg State Polytechnical Univ., 29 Polytechnicheskaya ul.,
195251 St Petersburg, Russia
TADDEI François, Génétique Moléculaire Évolutive et Médicale, INSERM
E9916, Fac. Médecine “Necker – Enfants malades”, Univ. R. Descartes, 156
Rue de Vaugirard, 75730 Paris cedex 15, France
WESTHOF Eric, Structure des Macromolécules Biologiques et Mécanismes de
Reconnaissance, Inst. de Biologie Moléculaire et Cellulaire, 15 rue Descartes,
67084 Strasbourg cedex, France
ix
15. Short lectures and seminar speakers
CAVALLI Giacomo, Inst. Génétique Humaine, 141 rue de la Cardonille, 34396
Montpellier, France
FERNANDEZ Bastien, CPT/CNRS Luminy Case 907, 13288 Marseille cedex
09, France
GAUTHERET Daniel, TAGC INSERM, Luminy case 906, 13288 Marseille
cedex 09, France
SAMSONOV Alexander, Theoretical Department, The Ioffe Physico-Technical
Institute of the Russian Academy of Sciences, St. Petersburg, 194021 Russia
Organizers
CHATENAY Didier, LPS/ENS, 24 rue Lhomond, 75231 Paris cedex 05, France
COCCO Simona, LPS/ENS, 24 rue Lhomond, 75231 Paris cedex 05, France
KRICHEVSKY Oleg, Physics dept., Ben Gurion Univ., 84105 Beer Sheva, Israel
MONASSON Rémi, LPT/ENS, 24 rue Lhomond, 75231 Paris cedex 05, France
THIEFFRY Denis, LGPD/IBDM/CNRS, Campus Luminy, Case 907, 13288
Marseille cedex 9, France
DALIBARD Jean, LKB/ENS, 24 rue Lhomond, 75231 Paris cedex 05, France
x
16. Participants
BALDAZZI Valentina, Univ. of Roma “Tor Vergata”, Dept. Physics, via della
Ricerca Scientifica1, 00133 Roma, Italy
BAULIN Vladimir, LDFC, Univ. Louis Pasteur, 3, rue de l’Université, 67084
Strasbourg cedex, France
BOHINC Klemen, Univ. Ljubljana, College for Health Studies, Poljanska 26a,
1000 Ljubljan, Slovenia
CANARI Francesco, Univ. Roma “La Sapienza”, Dip. di Chimica, Piazzale A.
Moro, box 54-Roma 62, 00185 Roma, Italy
CHERTOVICH Alexander, Chair of Physics of Polymers and Crystals, Physics
dept., Moscow State Univ., Moscow 119992, Russia
CLAUDET Cyril, Lab. Spectrométrie Physique, 140 rue de la Physique, BP 87,
38402 St Martin d’Hères, France
CUENDA Sara, Univ. Carlos III de Madrid, Dpto. De Matamaticas, Avda. Uni-
versidad, 30, 28911 Madrid, Spain
CORA Davide, Univ. Torino, Dept. Theoretical Physics, via Pietro Giuria 1,
10125 Torino, Italy
DEREMBLE Cyril, Lab. de Biochimie Théorique, Institut de Biologie Physico-
Chimique, 11 rue Pierre et Marie Curie, 75005 Paris, France
DONSMARK Jesper, Dept. of Biophysics, Leiden Univ., Niels Bohr weg 2, NL
2333 CA Leiden, The Netherlands
DOUARCHE Nicolas, LDFC, 3 rue de l’Université, 67084 Strasbourg, France
GABAY Carmit, Ben Gurion Univ., Beer Sheva, 84105, Israel
GEURTS Pierre, Univ. Liège, Dept. Electrical and Computer Science, Sart
Tilman B28, B-4000 Liège, Belgium
GOMEZ ULLATE David, Dip. Matematica, Univ. Bologna, Piazza Porta San
Donato, 5, Bologna, 40126, Italy
GRIGORYAN Arsen, Dept. Molecular Physics, Yerevan State Univ., Al. Mano-
ogian str.1, Yerevan 375025, Armenia
HORI Yuko, Dept. Physics, Brandeis Univ., MS 057, P.O. Box 549110, Waltham,
MA 02454-9110 USA
xi
17. IMPARATO Alberto, Dip. di Scienze Fisiche, Univ. di Napoli “Frederico II”,
Complesso Universitario di Monte San Angelo, 80126 Napoli, Italy
JOLI Flore, Groupe NMR, porte 349, LPBC-CSSB, Univ. Paris 13, 74 rue Mar-
cel Cachin, 93017 Bobigny cedex, France
JUN Suckjoon, Physics dept., Simon Fraser Univ., Burnaby, B.C V5A 1S6,
Canada; FOM Inst. AMOLF, Kruislaan 407, 1098 SJ Amsterdam, The Nether-
lands
KALOSAKAS George, MPI for Physics of Complex Systems, Nöthnitzer str 38,
Dresden 01187, Germany
KHIZANISHVILI Ana, E. Andronikashvili Inst. of Physics of Georgia Academy
of Sciences, 6 Tamarashvili str, 380077 Tbilisi, Georgia
KOSTER Daniel, Kavli Inst. of Nanoscience, Section Molecular Biophysics,
Technical Univ. Delft, The Netherlands
MANNA Federico, Lab. Physique Mathématique et Théorique, Univ. Montpel-
lier II, Sciences et Techniques du Languedoc, Case courrier 70, Place E. Batail-
lon, 34095 Montpellier cedex 05, France
MARCONE Boris, Dip. Fisica, Univ. degli Studi di Padova, via Marzolo 8,
35131 Padova, Italy
MARCONI Daniela, Dept. Physics, Viale Berti Pichat 6/2, Bologna, Italy
MARTIGNETTI Loredana, Univ. Di Torino, Dip. Fisica Teorica, VP Giuria, 1,
10125 Torino, Italy
MEGRAW Molly, Univ. Pennsylvania, Blockley Hall, Floor 14, 423 Guardian
Drive, Philadelphia, PA 19104-6021, USA
MESSER Philipp, Inst. Theoretical Physics, Cologne Univ., Zülpicher str. 77,
50937 Köln, Germany
MOSCONI Francesco, Univ. Padova, Dept. Physics “G. Galilei”, via F. Marzolo,
8, 35131 Padova, Italy
NORMANNO Davide, LENS, European Lab. For Non-Linear Spectroscopy, Via
Nello Carrara 1, 50019 Sesto Fiorentino, Italy
PADINHATEERI Ranjith, Dept. Physics, Indian Inst. of Technology Madras,
Chennai 600 036, Tamil Nadu, India
PAPAJ Grzegorz, Lab. of Bioinformatics and Protein Engineering, International
Inst. of Molecular and Cell Biology, Trojdena 4, 02-109 Warsaw, Poland
xii
18. PAPARCONE Raffaella, Dip. Chimica, Univ. “La Sapienza”, P.le A. Moro 5,
00185 Roma, Italy
REYMOND Nancie, INSA Lyon, Lab. BF 21, Bâtiment Louis Pasteur, 20, av.
A. Einstein, 69621 Villeurbanne cedex, France
ROSSETTO Vincent, MPI für Physik Komplexer Systeme, Nöthnitzer str 38,
01187 Dresden, Germany
ROSVALL Martin, Theoretical Physics, Umea Univ., SE-90187 Umea, Sweden
SACHIDANANDAM Ravi, Cold Spring Harbor Lab., 1 Bungtown Road, Free-
man Building, Cold Spring Harbor, NY 11724, USA
SANKARARAMAN Sumithra, Dept. Physics, Univ. of Illinois, 845 w Taylor
street, Chicago, IL 60607, USA
SHUSTERMAN Roman, Physics Dept, Ben Gurion Univ., Beer-Sheva, 84105,
Israel
SKOKO Dunja, Univ. Illinois, 845 W. Tayor str., Physics MC 273, Chicago IL
60607, USA
TEIF Vladimir, Inst. Bioorganic Chemistry, Belarus National Academy of Sci-
ences, Kuprevich street 5/2, 220141 Minsk, Belarus
TKACIK Gasper, 236 Carl Icahn Lab., Princeton Univ., Princeton, NJ 08544,
USA
TOURLEIGH Yegor, Moscow Lomonosov State Univ., Dept. Biophysics, Lenin-
skiye Gory, 1/12, Moscow, 119992, Russia
TRUSINA Ala, NORDITA, DK-2100 Copenhagen, Denmark
VAFABAKHSH Reza, IASBS, Zanjan, Post box 45195-159, Iran
VANDOOLAEGHE Wendy, Polymers and Colloids Group, Cavendish Lab.,
Univ. Cambridge, Madingley road, Cambridge CB3 0HE, UK
WEBER Jérémie, Inst. Curie, Lab. Physico-chimie, 11 Rue Pierre et Marie
Curie, 75005 Paris, France
WILK Agnieszka, Molecular Biophysics Division, Inst. of Physics, Adam Mick-
iewicz Univ., Umultowska 85, 61-614 Poznan, Poland
YAN Koon-Kiu, Dept. Physics, Brookhaven National Lab., Upton, NY 11973,
USA
xiii
20. Preface
In August 2004, the Ecole de Physique des Houches hosted a Summer School
dedicated to biological, physical and computational aspects of nucleic acids.
Central to vital processes, these biological molecules have been experimentally
studied by molecular biologists for five decades since the discovery of the struc-
ture of DNA by J. Watson and F. Crick in 1953. Recent progresses, such as
the development of DNA arrays, manipulations at the single molecule level, the
availability of huge genomic databases, have foster the need for theoretical mod-
eling. In particular, a global understanding of the structure and function of DNA
and RNA require the concerted development and application of proper experi-
mental and theoretical approaches, involving methods and tools from different
disciplines, including physics. The aim of this Summer School was precisely
to provide a comprehensive overview of these issues at the interface between
physics, biology and information science.
The Summer School encompassed three main sections:
1) Biochemistry and Biology of DNA/RNA;
2) Biophysics: from Experiments to modeling and theory;
3) Bioinformatics.
The present book follows the same organization, and is mainly intended to ad-
vanced graduate students or young researchers willing to acquire a broad inter-
disciplinary understanding of the multiple aspects of DNA and RNA.
The first section comprises an introduction to biochemistry and biology of nucleic
acids. The structure and function of DNA are reviewed in R. Lavery’s chapter.
The next contribution, by V. Fritsch and E. Westhof, concentrates on the folding
properties of RNA molecules. The cellular processes involving these molecules
are reviewed by J. Kadonaga, with special emphasis on the regulation of tran-
scription of DNA. These chapters do not require any preliminary knowledge in
the field, except that of elementary biology and chemistry.
The second section covers the biophysics of DNA and RNA, starting with ba-
sics in polymer physics with the contribution by R. Khokhlov. Advances in the
understanding of electrophoresis, a technique of crucial importance in everyday
molecular biology, are then exposed in T. Duke’s contribution. Finally a large
xv
21. space is devoted to the presentation of recent experimental and theoretical pro-
gresses in the field of single molecule studies. T. Strick’s contribution presents
a detailed description of the various micro-manipulation techniques, and reviews
recent experiments on the interactions between DNA and proteins (helicases,
topoisomerases, etc.). The theoretical modeling of single molecules is presented
by J. Marko, with a special attention paid to the elastic and topological properties
of DNA.
The third section presents provides an overview of the main computational ap-
proaches to integrate, analyze and simulate molecular and genetic networks. First
J. van Helden introduces a series of statistical and computational methods al-
lowing the identification of short nucleic fragments putatively involved in the
regulation of gene expression from sets of promoter sequences controlling co-
expressed genes. Next the chapter by Samsonova et al. connects the issue of
transcriptional regulation with that of the control of cell differentiation and pat-
tern formation during embryonic development. This contribution ties the issues
of data integration, image processing and dynamical modeling, focusing on a
simple model organism (the fly). Finally, H. de Jong and D. Thieffry review a
series of mathematical approaches to model the dynamical behaviour of complex
genetic regulatory networks. This contribution includes brief descriptions and
references to successful applications of these approaches, including the work of
B. Novak, one of the teachers of the school, on the dynamical modeling of cell
cycle in different model organisms, from yeast to mammals.
To complete the different chapters of this volume, the material corresponding to
additional seminars and lectures, as well as to the public lecture in Les Houches
by D. Chatenay can be download from the Summer School web page, at the url:
http://w3houches.ujf-grenoble.fr/sessions_ete/ete-82/session-82.html
The organization of the summer school and the publication of this volume could
not be achieved without the invaluable contributions of the speakers and authors,
all deserving warm thanks. We also express our gratitude to I. Lelièvre and B.
Rousset for their diligent help in the organization of the School. Furthermore,
we gratefully acknowledge the generous financial support from the CNRS, the
NATO, and the European Union. Finally, we thank the attendees for the friendly
and warm atmosphere that they were able to create during this 82th Session of
the Les Houches Summer School.
D. Chatenay, S. Cocco, R. Monasson, D. Thieffry and J. Dalibard
xvi
22. CONTENTS
Lecturers ix
Short lectures and seminar speakers x
Organizers x
Participants xi
Preface xv
Course 1. DNA structure, dynamics and recognition,
by Richard Lavery 1
1. Introduction to the DNA double helix 5
2. Biophysical studies of DNA – structure and stability 16
3. DNA dynamics 21
4. Deformations of the double helix 25
5. DNA recognition 33
Course 2. Introduction to non-Watson–Crick base pairs
and RNA folding, by V. Fritsch and E. Westhof 41
1. Definitions 45
2. The annotation of non-Watson–Crick base pairs and of RNA motifs 52
3. RNA–RNA recognition motifs 56
4. Roles of RNA motifs in RNA-protein recognition 61
5. Conclusions 69
References 69
xvii
23. Contents
Course 3. Regulation of transcription by RNA polymerase II,
by James T. Kadonaga 73
1. Introduction 77
2. DNA regulatory elements 79
3. Basal/general transcription factors 81
4. Sequence-specific DNA-binding factors 83
5. Chromatin and transcription 85
6. Conclusions and speculations 87
References 89
Course 4. Basic concepts of statistical physics of polymers,
by A.R. Khokhlov and E.Yu. Kramarenko 91
1. Introduction to polymer physics 95
1.1. Fundamentals of physical viewpoint in polymer science 95
1.2. Flexibility of a polymer chain. Flexibility mechanisms 96
1.2.1. Rotational-isomeric flexibility mechanism 96
1.2.2. Persistent flexibility mechanism 98
1.2.3. Freely-jointed flexibility mechanism 98
1.3. Types of polymer molecules 98
1.4. Physical states of polymer materials 100
1.5. Polymer solutions 101
2. Single ideal polymer chain 102
2.1. Definition of ideal polymer chain 102
2.2. Size of ideal freely-jointed chain. Entangled coil 102
2.3. Size of ideal chain with fixed valency angle 104
2.4. Kuhn segment length of a polymer chain 105
2.5. Persistent length of a polymer chain 106
2.6. Stiff and flexible chains 107
2.7. Gaussian distribution for the end-to-end vector for ideal chain 108
3. High elasticity of polymer networks 109
3.1. The property of high elasticity 109
3.2. Elasticity of a single ideal chain 111
3.3. Elasticity of a polymer network (rubber) 113
4. Viscoelasticity of entangled polymer fluids 116
4.1. Main properties of entangled polymer fluids 116
4.2. Viscosity of fluids 117
4.3. The property of viscoelasticity 118
4.4. Theory of reptations 119
xviii
24. Contents
4.5. The method of gel-electrophoresis in application to DNA molecules 122
4.6. Gel permeation chromatography 124
References 125
Course 5. The physics of DNA electrophoresis,
by T.A.J. Duke 127
1. Importance of DNA sorting in biology and how physics can help 131
2. Physical description of DNA 133
3. Electrophoretic force 134
4. DNA sequencing: gel electrophoresis of single-stranded DNA 135
4.1. Reptative dynamics 136
4.2. Biased reptation 137
4.3. Repton model 140
4.4. Strategies for DNA sequencing 141
5. Gel electrophoresis of long double-stranded DNA molecules 142
5.1. Complex dynamics in constant fields 142
5.2. Pulsed-field gel electrophoresis: separation of restriction fragments 144
5.3. Difficulty of separating very large molecules 147
6. Obstacle courses on microchips 148
6.1. Collision of a DNA molecule with an obstacle 149
6.2. Efficient pulsed-field fractionation in silicon arrays 150
6.3. Continuous separation in asymmetric pulsed fields 152
6.4. Asymmetric sieves for sorting DNA 154
6.5. Rapid continuous separation in a divided laminar flow 156
7. Summary 158
References 158
Course 6. Single-molecule studies of DNA mechanics and
DNA/protein interactions, by T.R. Strick 161
1. Introduction 165
2. The interest of physicists for DNA 166
2.1. Ease of handling 166
2.2. DNA as a model polymer 167
2.3. Introduction to single-molecule DNA manipulation techniques 168
2.3.1. Strategies and forces involved 168
2.3.2. Measurement techniques 170
3. Force measurements 172
3.1. Measuring forces with Brownian motion 172
3.2. Advantages and disadvantages of the manipulation techniques 174
xix
25. Contents
4. Mechanical properties and behavior of DNA 175
4.1. Tertiary structures in DNA 175
4.2. Topological formalism 176
4.3. DNA supercoiling in vivo 177
4.3.1. DNA unwinding and helix destabilisation 177
4.3.2. DNA topoisomerases 177
4.3.3. Supercoiling and transcription 178
4.4. DNA elasticity in the absence of torsion (σ = 0) 178
4.4.1. Results 179
4.4.2. Theoretical models 180
4.5. Mechanical properties of supercoiled DNA 180
4.5.1. Results 181
4.5.2. Interpretation 181
4.5.3. The buckling instability in DNA 183
4.6. Stretching single-strand DNA 184
4.7. Conclusions on the mechanical properties of nucleic acids 185
5. RNA polymerases 186
5.1. An introduction to transcription 186
5.2. Historical overview: transcription elongation, or RNA polymerase
as a linear motor 188
5.3. RNA polymerase as a torquing device: the case of transcription
initiation 189
6. DNA topoisomerases 193
6.1. Type I and Type II topoisomerases 193
6.2. Eukaryotic topoisomerase II 195
6.2.1. Enzymatic cycle 195
6.3. Prokaryotic topoisomerase IV 196
6.4. Experimental results: D. melanogaster topoisomerase II 196
6.4.1. Calibrating the experiment 196
6.4.2. Crossover clamping in the absence of ATP 197
6.4.3. Low ATP concentrations: detecting a single enzymatic cycle 198
6.4.4. High ATP concentration 199
6.4.5. Determining Vsat, the saturated reaction velocity 200
6.4.6. Effect of the stretching force 201
6.4.7. Relaxation of negatively supercoiled DNA 202
6.4.8. Topo II only removes crossovers in DNA 202
6.5. A comparison with E. coli topo IV 203
6.5.1. Experiments on braided DNA molecules 204
6.6. Conclusions on type II topoisomerases 204
7. Conclusions and future prospects 205
References 205
xx
26. Contents
Course 7. Introduction to single-DNA micromechanics,
by John F. Marko 211
1. Introduction 215
2. The double helix is a semiflexible polymer 217
2.1. Structure 217
2.2. DNA bending 219
2.2.1. Discrete-segment model of a semiflexible polymer 219
2.2.2. Bending elasticity and the persistence length 221
2.2.3. End-to-end distance 222
2.2.4. DNA loop bending energies 223
2.2.5. Site-juxtaposition probabilities 224
2.2.6. Permanent sequence-driven bends 225
2.3. Stretching out the double helix 225
2.3.1. Small forces ( kBT /A = 0.08 pN) 227
2.3.2. Larger forces ( kBT /A = 0.08 pN) 227
2.3.3. Free energy of the semiflexible polymer 229
2.3.4. Really large forces ( 10 pN) 230
3. Strand separation 231
3.1. Free-energy models of strand separation 232
3.1.1. Sequence-dependent models 233
3.1.2. Free energy of internal ‘bubbles’ 234
3.1.3. Small internal bubbles may facilitate sharp bending 235
3.2. Stretching single-stranded nucleic acids 236
3.3. Unzipping the double helix 238
3.3.1. Effect of torque on dsDNA end 240
3.3.2. Fixed extension versus fixed force for unzipping 241
4. DNA topology 242
4.1. DNA supercoiling 242
4.1.1. Twist rigidity of the double helix 242
4.1.2. Writhing of the double helix 243
4.1.3. Simple model of plectonemic supercoiling 244
4.2. Twisted DNA under tension 248
4.3. Forces and torques can drive large structural reorganizations of the
double helix 250
4.4. DNA knotting 251
4.4.1. Cells contain active machinery for removal of knots and
other entanglements of DNA 252
4.4.2. Knotting a molecule is surprisingly unlikely 252
4.4.3. Condensation-resolution mechanism for disentangling long
molecules 253
xxi
27. Contents
5. DNA-protein interactions 254
5.1. How do sequence-specific DNA-binding proteins find their targets? 255
5.1.1. Three-dimensional diffusion to the target 255
5.1.2. Nonspecific interactions can accelerate targeting 256
5.2. Single-molecule study of DNA-binding proteins 257
5.2.1. DNA-looping protein: equilibrium ‘length-loss’ model 257
5.2.2. Loop formation kinetics 258
5.2.3. DNA-bending proteins 259
5.2.4. Analytical calculation for compaction by DNA-bending
proteins 262
5.2.5. Effects of twisting of DNA by proteins 264
5.2.6. Surprising results of experiments 265
6. Conclusion 266
References 268
Course 8. The analysis of regulatory sequences,
by J. van Helden 271
1. Forewords 275
1.1. Scope of the course 275
1.2. Web site and practical sessions 275
2. Transcriptional regulation 275
2.1. The non-coding genome 275
2.2. Transcriptional regulation 276
3. Representations of regulatory elements 279
3.1. String-based representations 279
3.2. Matrix-based representation 280
4. Pattern discovery 283
4.1. Introduction 283
4.2. Study cases 283
5. String-based pattern discovery 284
5.1. Analysis of word occurrences 284
5.2. Analysis of dyad occurrences (spaced pairs of words) 291
5.3. Strengths and weaknesses of word- and dyad-based pattern
discovery 293
6. String-based pattern matching 294
7. Matrix-based pattern discovery 296
7.1. Consensus: a greedy approach 297
7.2. Gibbs sampling 297
7.3. Strengths and weaknesses of matrix-based pattern discovery 299
xxii
28. Contents
8. Concluding remarks 301
9. Practical sessions 302
10. Appendices 302
10.1. IUPAC ambiguous nucleotide code 302
Course 9. A survey of gene circuit approach applied to
modelling of segment determination in fruit fly,
by M.G. Samsonova, A.M. Samsonov,
V.V. Gursky and C.E. Vanario-Alonso 305
1. Preamble 309
2. Introduction 309
3. The biology of segment determination 310
4. Method description 311
4.1. The gene circuit modelling framework 311
4.2. Quantitative expression data 313
4.3. Optimization by Parallel Lam Simulated Annealing (PLSA) and
Optimal Steepest Descent Algorithm (OSDA) 314
4.4. Selection of gene circuits 314
4.5. Software and bioinformatics 315
5. Analysis of regulatory mechanisms controlling segment determination 315
5.1. Regulatory interactions in gap gene system 315
5.2. Stripe forming architecture of the gap gene system 318
6. Pattern formation and nuclear divisions are uncoupled in Drosophila
segmentation 318
7. Conclusions 320
References 321
Course 10. Modeling, analysis, and simulation of genetic
regulatory networks: from differential equations
to logical models, by Hidde de Jong and
Denis Thieffry 325
1. Introduction 329
2. Ordinary differential equations 331
2.1. Models and analysis 331
2.2. Analysis of regulatory networks involved in cell-cycle control, cir-
cadian rhythms, and development 334
xxiii
29. Contents
3. Piecewise-linear differential equations 335
3.1. Models and analysis 335
3.2. Simulation of the initiation of sporulation in Bacillus subtilis 339
4. Logical models 343
4.1. Models and analysis 343
4.2. Modeling of the lysis-lysogeny decision during the infection of
Escherichia coli by bacteriophage lambda 345
4.3. Extensions of logical modeling 349
5. Conclusions 350
References 351
xxiv
30. Course 1
DNA STRUCTURE, DYNAMICS AND RECOGNITION
Richard Lavery
Laboratoire de Biochimie Théorique, CNRS UPR 9080
Institut de Biologie Physico-Chimique
13 rue Pierre et Marie Curie, Paris 75005, France
D. Chatenay, S. Cocco, R. Monasson, D. Thieffry and J. Dalibard, eds.
Les Houches, Session LXXXII, 2004
Multiple aspects of DNA and RNA: from Biophysics to Bioinformatics
c
2005 Elsevier B.V. All rights reserved
1
32. Contents
1. Introduction to the DNA double helix 5
2. Biophysical studies of DNA – structure and stability 16
3. DNA dynamics 21
4. Deformations of the double helix 25
5. DNA recognition 33
3
34. 1. Introduction to the DNA double helix
We live in the age of genomes and the DNA double helix which carries the ge-
netic code has become a universally recognized icon. Today, the genomes of
several hundred organisms have already been sequenced. Their size in base pairs
(bp), the fundamental building block of the genetic code, is very variable, only
600,000 bp for mycoplasma genitalium, but roughly 3,300,000,000 bp for the hu-
man genome. The scale of these numbers means that “Mb”, or mega-base pairs,
has become the most common unit. Since the distance between two successive
base pairs within DNA is roughly 0.34 nm (or 3.4 Å, where an Å is 10−10 m),
the human genome is roughly 1 m long. Despite this length, the whole genome
is packed into the nucleus of every one of our cells, a structure having a diameter
on the order of 1 µm. DNA has a persistence length of roughly 500 Å (150 bp),
which means that 1m of isolated DNA would form a random coil with a diameter
of roughly 200 µm. This implies that something else must contribute to packing
DNA into our cells, and this, as we will see later, is one of the roles of a wide va-
riety of proteins which interact with the double helix (the protein-DNA complex
found in the nucleus is termed chromatin).
Despite the very real complexity of cellular functioning, the sequencing of
entire genomes means that it is becoming feasible, at least for the simplest organ-
isms, to build lists of all the proteins encoded in the DNA message, to understand
how the production of these proteins is controlled (initially through the subtle in-
terplay of the proteins, known as transcription factors, controlling DNA→RNA
transcription) and how these proteins interact with one another or act upon other
molecules present within the cell, leading to energy storage, molecular synthesis,
and so on. A number of projects are now targeting the construction of “min-
imal organisms” either in the laboratory (http://www.biomedcentral.com/news/
20021122/05/) or within the computer (http://www.e-cell.org/). These efforts,
which would have been impossible without genome sequencing, should bring us
to a much deeper understanding of the true nature of life – a striking contrast
to the definition I learnt in school, which was an acronym based simply on the
observable characteristics of living organisms: “MERRING” (movement, excre-
tion, reproduction, respiration, irritability, nutrition and growth).
Let’s start the story of the DNA double helix by looking briefly at the his-
tory of its discovery. Although the Austrian monk, Gregor Mendel’s work turned
5
35. 6 R. Lavery
out to be the true foundation of genetics, it was Freidrich Meischer who actu-
ally first isolated the carrier of the genetic message, DNA. He termed the mole-
cule, or rather the molecular complex (somewhat degraded chromatin), he iso-
lated “nuclein”. Meischer, who had some difficulty publishing his work despite
the fact that his boss Ernst Hoppe-Seyler was the founder of the first journal
of biochemistry, showed great insight in imagining that a biological polymer
(or biopolymer) might carry a message, coded in the linear organization of its
monomeric building blocks. Nevertheless, it would take almost 60 years un-
til this role was demonstrated for DNA. Part of the delay was due to the great
organic chemist Phoebus Levene, did much of the pioneering work necessary
to identify the molecular components of DNA (deoxyribonucleic acid) and how
they were distinguished from RNA (ribonucleic acid). Unfortunately, he con-
cluded that the four bases which occur along the DNA polymer, adenine (A),
cytosine (C), guanine (G) and thymine (T) were probably organized in a tedious
regular repeat: ACGTACGT. . . . This so-called tetranucleotide hypothesis im-
plied that DNA could not be an information carrier, and led to proteins, which
were known to have irregular sequences formed from 20 different amino acids,
appearing to be much more attractive candidates as information storage mole-
cules. With DNA research now seen as a side-track, it took many years before
the pioneering work of Oswald Avery (ironically working at the Rockefeller In-
stitute where Levine had formulated his tetranucleotide hypothesis) showed that
injections of DNA led to genetic transformations in bacteria and put DNA back
in the limelight.
Converting the chemical structure of DNA into a molecular conformation
turned out to be a difficult task. A key step involved obtaining X-ray diffrac-
tion patterns for fibres, which could be easily pulled by inserting a glass rod into
a solution of DNA. The earliest diffraction patters were obtained by William Ast-
bury, but this work was perfected by Rosalind Franklin, working alongside John
Kendrew in University College, London. While Rosalind Franklin attempted
to solve the structure of DNA by laborious crystallographic techniques, Francis
Crick and James Watson in Cambridge set about model building, using data from
Francis Crick’s earlier work on the theory of diffraction, which enabled them to
identify the signature of a helical structure within the DNA fibre patterns. The
first model of Watson and Crick was a disaster which meant that they had to
continue their work in secret in order to avoid the wrath of William Bragg, the
director of the Cavendish laboratory. They were not alone in making early mis-
takes, since Linus Pauling, one of the greatest structural chemists, also published
a model of DNA (a triple helix with the bases on the outside) which was clearly
incorrect. His mistake was to assume that the phosphate groups of DNA would
be neutral and could hydrogen bond together. In fact, the phosphates are ionised
in aqueous solution and therefore repel one another.
36. DNA structure, dynamics and recognition 7
Table 1
DNA landmarks
1865 Gregor Mendel publishes his work on plant breeding with the notion of “genes” carrying
transmissible characteristics
1869 “Nuclein” is isolated by Johann Friedrich Miescher in Tübingen in the laboratory of Ernst
Hoppe-Seyler
1892 Meischer writes to his uncle “large biological molecules composed of small repeated
chemical pieces could express a rich language in the same way as the letters of our
alphabet”
1920 Recognition of the chemical difference between DNA and RNA Phoebus Levene proposes
the “tetranucleotide hypothesis”
1938 William Astbury obtains the first diffraction patters of DNA fibres
1944 Oswald Avery (Rockefeller Institute) proves that DNA carries the genetic message by
transforming bacteria
1950 Erwin Chargaff discovers [A]/[G] = [T]/[C]
1953 James Watson and Francis Crick propose the double helix as the structure of DNA based
on the work of Erwin Chargaff, Jerry Donohue, Rosalind Franklin and John Kendrew
1980 Richard Dickerson’s laboratory at UCLA publishes the first crystal structure of a DNA
oligomer
The key to solving the problem came from the observation by Erwin Char-
gaff, that somehow the bases went together in pairs, A with T and G with C.
When the organic chemist Jerry Donahue explained to Jim Watson that most
textbooks of the day were wrong in showing the DNA bases as the so-called enol
tautomers, rather than the keto form (which contains proton accepting carbonyl
groups, rather than proton donating hydroxyl groups), the penny dropped and
Watson was able to plug the base pairs together in the right way and discover that
AT and GC pairs had exactly the same shape.
This implied that they could be build into the centre of a double helix which
could then have a regular structure whatever the sequence of the bases.
This insight became one of the defining moments in 20th century science.
The beauty of the double helix convinced everyone who saw it that it must be
the right answer – not least because it clearly answered the question of how the
genetic message could be copied. Due to base pairing, the two strands of the helix
contained complementary messages: AATCAGTTGA. . . on one strand, lined up
with TTAGTCAACT. . . on the other, separating the two strands and rebuilding
the complementary message led to a new generation with two identical copies
of the original molecule. This mechanism is described in the famous paragraph
37. 8 R. Lavery
Fig. 1. Base pairs.
of Watson and Crick’s 1953 paper in Nature beginning “It has not escaped our
notice . . .”.
Despite the success of the double helix, it should be remarked there is actually
not much information in a fibre diffraction pattern. The model of Watson and
Crick was therefore very much a model. One problem it appeared to present was
related to replicating the genetic message. In order to copy the strands of the
double helix it is necessary to separate them. This is not trivial since the double
helical structure implies that the two strands are interwound and cross over one
another roughly every 10 base pairs. Separating the stands therefore requires un-
winding them and not just pulling them apart. Given the duplication time seen
in bacteria, simple calculations suggested that unwinding speeds would be so
high that the corresponding centrifugal forces would lead to breaking chemical
bonds. This independently led groups in New Zealand and in India to propose a
so-called side-by-side model, where crossovers were avoided by making a dou-
ble helix composed of alternate left- and right-handed segments. This model,
which solved the centrifugal force problem, fitted the fibre diffraction data and
was also compatible with early electron micrographs. The final solution came
from Richard Dickerson’s first single crystal structure of a DNA fragment (with
the sequence CGCGAATTCGCG). It provided the first high-resolution view of
DNA and it confirmed all the aspects of Watson and Crick’s model. However, it
also showed that a specific base sequence could locally deform the double helix.
This slightly mars its beauty, but, as we shall see later, is an important factor in
recognizing specific target sites within genomic DNA.
In order to understand DNA structure in more detail, we should now step
back to its building blocks. Figure 2 shows the chemical constitution of DNA.
The bases which we have already seen are divided in two families: adenine and
38. DNA structure, dynamics and recognition 9
Fig. 2. DNA backbone.
guanine belong to the purine family (abbreviated as Pur or R) and have two con-
jugated rings; cytosine and thymine, which only have single rings, belong to the
pyrimidine family (abbreviated as Pyr or Y). If, like a mathematician friend of
mine, you can’t remember which is which, just imagine yourself cleaning a DNA
model with a “Rag” (puRine = Adenine and Guanine). The bases are linked to
a 5-membered sugar ring through the so-called glycosidic bond. This bond links
the N9 atom of purine bases or the N1 atom of pyrimidine bases to the C1 atom
of the sugar. The sugar is called a deoxyribose. Together the sugar and the base
constitute a nucleoside. (Before you get bored with chemical jargon, remember
that when a base becomes a nucleoside it changes its name: adenosine, cytidine,
guanidine and thymidine.) When we add a phosphate group (via a “phospho-
diester bond”) to the sugar ring a nucleoside becomes a nucleotide. Nucleotides
can be linked together to form a polymer chain, since each sugar has two possible
phosphate binding sites, the C3 atom and the C5 atom. Note that this implies
that a polynucleotide chain has a direction. Conventionally, chains are written in
39. 10 R. Lavery
the 5-3 direction, which can be identified by drawing a vector from the C5 atom
to the C3 atom of any sugar moiety within the chain. (This direction is down-
wards in figure 2.) This conventional directionality also applies to sequences and
thus CGCGAATTCGAG implies 5-CGCGAATTCGCG-3. When two polynu-
cleotide chains are put together to form a double helix, the complementarity al-
ready discussed for the base sequences also extends to the chain directions: one
chain goes up and the other goes down, making DNA an antiparallel double he-
lix. Therefore each end of the double helix is composed of a 5 and a 3 strand
terminus.
Before continuing our visit of DNA, it is worth remarking that the chemical
differences between DNA and RNA are limited to the addition of a hydroxyl
group at the C2 atom of the sugar ring (turning a deoxyribose into a ribose) and
the removal of a methyl group at the C5 atom of thymine (making it into another
pyrimidine, named uracil). Although the chemical differences between DNA and
RNA do not seem to be very important, the structural and biological differences
are significant, as you will learn from other courses in this series.
Looking at figure 1, we see that the glycosidic bonds which link the bases to
the backbone sugar groups (symbolized by the solid black circles) both lie on the
same side of the base pairs. This means that the sugar-phosphate backbones are
closer together on this side and that, when the two strands of DNA are wound up
into a double helix, this side will form a narrower groove than the opposing side.
The narrow groove is conventionally termed the minor groove and the opposing
groove is known as the major groove. These differences are quite important
when we think about other molecules, and notably proteins, binding to the double
helix, since there is more space to reach in and contact the bases on the major
groove side. The difference between the grooves becomes clear in the view of
the conventional B form of DNA shown in Fig. 3. The minor groove can be
seen in the centre of this figure. (In passing, the A and B notations for DNA
date from the fibre diffraction studies of Rosalind Franklin. A transition from the
“A” to the “B” form was seen as the relative humidity of the fibres increased.)
B-DNA has a diameter of roughly 20 Å. The base pairs are perpendicular to
the helical axis and separated by roughly 3.4 Å. There is a twist of roughly 34◦
between successive base pairs, implying that there are roughly 10.5 bp per full
turn of the helix. Note that B-DNA is a right-handed double helix and, as already
mentioned, the strands run in opposite directions. To orient yourself, it is useful
to remember that, if we look into the minor groove of B-DNA, the 5-3 direction
of the strand on the left will point upwards, while that of the strand on the right
will point downwards. If we look into the major groove, these directions will be
reversed.
If we study the DNA backbones in more detail, we will see that there are
six single bond rotations for each nucleotide along the sugar-phosphate pathway.
40. DNA structure, dynamics and recognition 11
Fig. 3. B-DNA.
Table 2
Backbone dihedral angles
α : O3 – P – O5 – C5 g−
β : P – O5 – C5 – C4 t
γ : O5 – C5 – C4 – C3 g+
δ : C5 – C4 – C3 – O3 g+
ε : C4 – C3 – O3 – P t
ζ : C3 – O3 – P – O5 g−
χ : O4 – C1 – N1 – C2 g− (Pyr)
O4 – C1 – N9 – C4 g− (Pur)
These dihedrals are denoted by the Greek letters α through ζ. A further single
bond, the glycosidic bond χ, positions the base with respect to the sugar ring.
Seven single bonds per nucleotide means that a single DNA chain is potentially
very flexible and indeed studies of single chains show a persistence length equiv-
alent to a single nucleotide unit. Much of this flexibility is lost in forming the
double helix because of the pairing and stacking interactions involving the bases,
but DNA still retains considerable conformational freedom, allowing for tran-
sitions between distinct conformational states (termed allomorphs) and also for
considerable thermal fluctuation. Table 2 gives the definitions of the backbone
dihedrals and shows there most common conformations in B-DNA. (The nota-
41. 12 R. Lavery
tions g−, t and g+, where g stands for gauche and t for trans, refer to dihedral
angles corresponding to staggered conformations around 60◦, 180◦ and −60◦ re-
spectively.)
We must also discuss briefly the sugar rings themselves. The optimal va-
lence angles of these 5-membered rings lead them to be most stable in non-planar
“puckered” conformations. With respect to the mean plane formed by the ring
atoms, these conformations have either two adjacent atoms out of plane, one on
each side of the mean plane, or one atom out of-plane, leading to a so-called “en-
velope” conformation. There are a total of 10 major pucker states. These puckers
are named after the atom which is most displaced from the ring plane and are
termed “endo” if this atom lies on the same side as the C5 exocyclic atom (or
the nucleic acid base) and “exo” if the lie on the opposite side. Given the chemi-
cal environment of the sugar rings within DNA, two puckers turn out to be most
stable. C2-endo is preferred in B-DNA, while C3-endo is preferred in A-DNA.
(Shakespeare’s famous “2B or not 2B” is a good way to remember which pucker
goes with which form.) In publications concerning DNA structure, you will also
see that sugar pucker described in terms of phase and amplitude. The variables
come from the so-called pseudorotational representation of ring pucker, which
treats the ring deformation as a sort of standing wave. The phase angle then
characterizes the atom most displaced from the mean plane and the amplitude
characterizes the extent of its displacement. The phase angles corresponding to
the C3-endo and C2-endo forms are around 20◦ and 160◦ respectively. If you
imagine these angles plotted on a 360◦ compass, you will understand why C3-
endo is sometimes referred to as a “north” pucker, while C2-endo is “ “south”
pucker. The last thing its worth knowing about sugars is that the lowest energy
route from south to north puckers goes though east direction, which corresponds
to a O4-endo pucker. This is due to steric hindrance which occurs between the
C5 atom and the base bound to C1 if you try and push the O4 atom below
the mean plane (corresponding, as I’m sure you have already worked out, to an
O4-exo pucker).
I have already remarked that DNA can exist in more than one allomorphic
form. Although the B form is the most common, transitions to other forms can
take place as the result of physico-chemical changes (notably, differences in the
solvent/salt environment) or as the result of physical constraints such as super-
coiling and transitions are also be influenced by the base sequence. The A form
of DNA, which was identified early on as occurring at low humidity, can be in-
duced by changing to a water/alcohol mixture and is also favoured by high GC
content. A-DNA is distinguished by a larger diameter than B-DNA (by roughly
4 Å), and a smaller rise (2.56 Å). The base pairs are also inclined with respect to
the helical axis and, whereas in B-DNA the helical axis passes roughly through
the centre of the base pairs, in A-DNA the base pairs are shifted almost 5 Å to-
42. DNA structure, dynamics and recognition 13
Fig. 4. A-, B- and Z-DNA structures.
wards the minor groove side. This means, as you can see on, the left of figure 4,
that the minor groove becomes wide and shallow and the major groove is now
deep and narrow. Despite these differences, the groove names derived from B-
DNA (and based on the location of the glycosidic bonds) are maintained for the
A form. In response to the change in position of the base pairs, there are also
changes in the conformations of the backbones, the most important of which is a
change in the sugar puckers from C2-endo to C3-endo. Note that A-DNA is still
a right-handed, antiparallel helix. The B to A transition can occur rapidly and in a
cooperative manner since it only requires minor conformational rearrangements.
Local transitions to the A form of DNA probably occur within the cell and can
certainly be induced by binding specific proteins.
Another important allomorphic form which you should know about is called
Z-DNA. This form was originally detected by changes in the circular dichroism
spectra for poly(dCG) sequences in high ionic concentrations. Z-DNA, shown on
the right of figure 4, is notable in being a left-handed helix. It is less well known
that, compared to B-DNA, the base pairs in Z-DNA have been turned through
180◦ around their long axis. The difficulty of carrying out such a rotation for a
set of stacked base pairs explains why the transition from B to Z is much slower
than from B to A, and that this transition generally starts at one point and works
43. 14 R. Lavery
it way along the double helix, base pair by base pair. One other unusual feature
of Z-DNA is the relative position of the base and the sugar. When the base
pair is turned over, the rotation for purine nucleotides occurs at the glycosidic
bond, leading the base to be positioned over the sugar ring. This rotation is
chemically termed an anti to syn transition. If we were to try the same rotation
with a pyrimidine base, we would find that we generate steric hindrance between
the base and the sugar. As a result, when Z-DNA is formed, the rotation at
pyrimidines involves not only the base, but also the sugar ring. This coupled
rotation leads to the characteristic zigzag conformation of the backbone which
gave Z-DNA its name. Z-DNA is favoured by GC alternating base sequences (or,
more weakly, by alternating purine-pyrimidine sequences) and can be induced at
usual ionic strengths by applying negative supercoils to DNA. Whether Z-DNA
exists in biological systems is unproved (although antibodies binding Z-DNA
have been isolated), but its ability to relax negative supercoiling is certainly an
attractive property.
Before ending this introduction, it is important to note that the DNA can adopt
a much wider variety of structures than the limited forms of the double helix dis-
cussed above. Firstly, as shown in figure 5, there are other ways to put bases
together than the conventional “Watson–Crick” pairs. These alternate forms
open the way for building more complex structures with three or even four DNA
strands. Both of the latter possibilities, known respectively as triplex and quadru-
plex DNA, have biological and biotechnological interest. DNA triplexes occur
naturally with the cell. They are also an attractive route towards artificial tran-
scription control, since binding an appropriate single polynucleotide to a DNA
duplex can inhibit transcription. This technique is known as the anti-gene strat-
egy. The related technique of targeting a polynucleotide against a single stranded
RNA to form a duplex is known as the anti-sense strategy. Since exogenous
single strands are rapidly degraded within the cell, and also because the forma-
tion of duplex or triplex structures corresponds to a thermodynamic equilibrium,
chemists have gone to considerable lengths to create modified nucleotides that
will survive longer and bind better. If you are interested in this area, look up the
work of Peter Nielsen on PNA (peptide nucleic acid) where the sugar-phosphate
backbone has been replaced with modified peptide linkages, without damaging
the possibility of base pairing with conventional polynucleotides.
A final structure which should be mentioned is the so-called Holliday junction
(figure 6) which can be formed as a response to negative superhelical stress at
inverted sequence repeats. Stress leads to local unpairing and the extrusion of two
single strands which can then reform base pairs leading to a four helix junction.
Although these junctions are conventionally drawn as square planar structures,
they can fold up into a more compact tetrahedral form in the presence of Mg2+
ions.
45. 16 R. Lavery
Fig. 6. Schematic Holliday junction.
2. Biophysical studies of DNA – structure and stability
Probably the most important technique for studying DNA has already been dis-
cussed in the preceding section, namely X-ray diffraction. While the X-ray
diffraction of DNA fibres only gave partial structural information, the advent
of solid phase synthesis techniques made it possible to routinely prepare suf-
ficient quantities of pure DNA oligomers (typically 10 or 12 base pairs long)
to grow single crystals and obtain high-resolution data. (It is now possible to
buy long oligomers with defined sequences. Automated synthesis has progressed
to the point where Craig Venter’s company is considering synthesizing the en-
tire genome of a “minimal” organism containing several hundred thousand base
pairs.)
Crystallisation remains an art dependent on finding exactly the right solvent,
salt and temperature conditions. Robots have however made these searches less
tedious and intense synchrotron radiation has allowed results to be obtained from
smaller and smaller crystals. The quality of X-ray structures is defined by two
factors: the resolution, which is dependent on the diffraction behaviour of the
crystal and the R-factor which tests the quality of the calculated structure by
comparing its predicted diffraction pattern with that observed experimentally.
Good results correspond to a resolution of at least 2.5 Å and an R-factor below
0.25. The very best crystals diffract to roughly 1 Å and yield electron density
maps that enable individual atoms, including hydrogens, to be distinguished.
Although X-ray diffraction is undoubtedly the best technique available for
determining the fine structure of DNA, the very process of forming crystals does
run the risk of deforming the oligomers. Such deformations can notably affect
helix bending and these problems have hindered the use of crystallography as
46. DNA structure, dynamics and recognition 17
a means for understanding sequence-induced structural changes in the double
helix. The crystalline environment can also favour allomorphic transitions for
some sequences (notably B→A) and other changes are also found more locally
in the sugar-phosphate backbone conformations. Thus it is not clear that the
crystalline conformation of an oligomer will necessarily reflect its conformation
in solution, although a good match is found in many cases.
NMR spectroscopy (which studies atomic spin inversions) offers the possibil-
ity of studying DNA structure in solution and thus of avoiding crystal packing
effects, however it does not provide the same quantity of information as X-ray
diffraction. The two principal families of NMR experiments are termed COSY
(COrrelation SpectroscopY) and NOESY (Nuclear Overhauser Effect Spectros-
copY). COSY experiments give access to dihedral angles, while NOESY ex-
periments provide through-space interatomic distances. (It remains difficult to
directly exploit chemical shift data, although progress is being made in the quan-
tum chemical calculations necessary to understand how local electronic struc-
ture influences the shielding of individual atomic spin centres.) Both COSY and
NOESY methods require an initial analysis step where individual spectral peaks
are assigned to specific chemical groups within specific nucleotides – using a
stepwise procedure exploiting the chemical connectivity of the oligomer. Be-
cause peaks often overlap it is generally necessary to use pulse sequences which
enable the spectra to be spread out over 2 or sometimes 3 dimensions. Since
most NMR experiments study the spin inversions of hydrogen atoms, only a sub-
set of the dihedral angles in the DNA backbone are accessible. Likewise, the
distance dependence of NOESY coupling limits the detection of atomic interac-
tions to distances below roughly 5 Å. This information is insufficient to obtain
a 3D structure and means that model building, constrained to fit the available
experimental data, is an indispensable part of NMR studies.
In contrast to X-ray diffraction, it is not possible to define a single resolution
for NMR structures. Since a variety of models generally fit the spectral data (re-
flecting, in large part, the thermal motions of the oligomers in solution), NMR
results are generally presented as an ensemble of 10 or 20 related conforma-
tions. While local elements of these structures (glycosidic angles, sugar puckers,
base hydrogen bonding, . . .) are generally well defined, more subtle, long-range
characteristics, such as axis bending, are more difficult to get at because they
are sensitive to even small imprecisions in the data. A new NMR technique,
termed RDC (residual dipolar coupling), offers a way of accessing longer inter-
atomic distances and should result in considerable improvements for DNA. To
date, only a few RDC studies have been carried out and it is too early to judge
the quantitative improvement they represent.
As a result of both X-ray diffraction and NMR spectroscopy, a large num-
ber of DNA oligomer structures are now available in the PDB (Protein Data
47. 18 R. Lavery
Base, http://www.rcsb.org/pdb/) and NDB databases (Nucleic acid Data Base,
http://ndbserver.rutgers.edu/). These databases are now grouped together under
the RCSB (Research Collaboratory for Structural Bioinformatics) run by Helen
Berman’s group at Rutgers University. They also contain many DNA-ligand and
DNA-protein complexes. Both databases provide tools for rapidly locating and
for analyzing chosen structures and they represent a very valuable, and freely
available, research resource.
Given the difficulties associated with both X-ray diffraction and NMR spec-
troscopy, lower resolution techniques can still play a significant role in DNA
biophysical studies of DNA. Amongst these are UV (Ultra-Violet) and IR (Infra-
Red) spectroscopy. UV radiation is sufficiently energetic to induce electronic
transitions. Large molecules such as DNA do not give well-defined UV spectra,
but rather large bands which are sensitive to changes in molecular disorder. This
makes UV spectroscopy a useful tool for studying DNA melting, since the ab-
sorbance curve versus temperature (generally measured at a wavelength around
260 nm) gives access to Tm, the temperature at which 50% of the sampled has
denatured from a double helix to disordered single strands. UV experiments on
DNA fragments of known sequences show that higher GC content leads to a
higher Tm. If you refer back to figure 1, you can see that this can be explained
by the fact that GC base pairs are bound together by three hydrogen bonds, while
AT pairs only have two. We will return to a more detailed discussion of double
helix stability shortly.
A second use of UV radiation involves fluorescent resonance energy transfer
(or FRET) between a fluorophore and a quencher group. An appropriate choice
of these two groups enables short-range resonant interactions to inhibit the UV
fluorescence of the fluorophore. If the two groups become spatially separated,
this fluorescence is re-established. Attaching the two groups to appropriate posi-
tions in a DNA molecule enables FRET to be used as a powerful molecular ruler
for distances up to the order of 10 Å.
Less energetic IR radiation is sensitive to bond vibrations and IR spectroscopy
of DNA can therefore be used to define certain overall structural characteristics
such as the dominant anti-syn state of the glycosidic bonds or the percentages
of various sugar ring puckers. Raman FTIR (Fourier Transform Infra-Red spec-
troscopy) is the most common type of IR experiment since it avoids interference
from water vibrations.
Another useful tool for studying DNA is CD (Circular dichroism). This type
of spectroscopy measures how a molecule selectively absorbs left- or right-
handed circularly polarised light. It is sensitive to molecular chirality and, in
the case of DNA, was notably used to predict that the Z form was a left-handed
double helix. It can provide data on the orientation of the base pairs with respect
to the helical axis, but quantitative interpretation of the data is not easy since it
48. DNA structure, dynamics and recognition 19
Table 3
Energetics of DNA
Stabilising factors: Base pairing (electrostatics/LJ)
Base stacking (hydrophobic)
Ion binding (electrostatics)
Solvation entropy
Destabilising factors: Phosphate repulsion (electrostatics)
Solvation enthalpy (electrostatics/LJ)
DNA strand entropy
is still difficult to calculate the theoretical CD spectra corresponding to a given
molecular conformation.
I should lastly mention the technique of neutron scattering (in either the elastic
or inelastic regimes), which is gives access to information on dynamic fluctua-
tions occurring in the picosecond to nanosecond timescale. This is a particularly
interesting range for modellers since it corresponds to the timescale covered by
molecular dynamics simulations. However, this technique has not been widely
used for studying DNA. It should be remarked that one of its drawbacks is that it
requires large quantities of the sample molecule.
I would now like to turn to a more general discussion of the stability of the
DNA double helix. Many factors contribute to the equilibrium between the single
and double stranded forms of DNA as shown in table 3. Amongst the stabilizing
factors, most people immediately think of base pair hydrogen bonding. However,
it should be remembered that in aqueous solution the bases are already interact-
ing with water molecules before they come together to form base pairs. This
balance means that a single base pair hydrogen bond contributes only roughly
1 kcal.mol−1 to stabilizing the double helix, compared to roughly 5 kcal.mol−1
if its formation enthalpy is measured in vacuum. (Note, in passing, that hydrogen
bond stability results mainly from dipolar electrostatic interactions, but it also has
a roughly 30% dispersion component, treated by the Lennard-Jones term in force
fields.)
In fact, the double helix is more significantly stabilized by base stacking than
by base pairing. This can be deduced from the fact that free bases in water stack
on top of one another rather than forming hydrogen bonded pairs. Stacking en-
ables the bases to remove the hydrophobic π-clouds of their conjugated rings
from solution, without hindering access to the hydrophilic groups (involved in
hydrogen bonding) around their peripheries. It should also be noted that stack-
ing acts not only “vertically” between the successive bases in each strand of the
double helix, but also “diagonally” between the neighbouring bases in opposing
strands. This means that the total stacking between two successive base pairs
49. 20 R. Lavery
is composed of four contributions, two vertical and two diagonal. Depending
on the nature of the base pairs and the overall conformation of the double helix,
the diagonal contributions can actually dominate the total stacking interaction.
The next stabilizing factor is ion binding. Counter-ions are indispensable for
overcoming the electrostatic repulsion between the anionic phosphates which are
regularly spaced along each of the backbones of DNA. Their importance can be
judged from the fact that the DNA double helix is not stable in pure water. Al-
though water has a high dielectric constant (≈80), this alone is not enough to
overcome the phosphate-phosphate repulsion. The importance of electrostatics
for DNA is also illustrated by the fact that its stability is enormously increased
when one of its strands is replaced by the neutral “peptide nucleic acid” syn-
thesized by Peter Nielsen (which was already mentioned earlier). The resulting
hybrid is stable for hours in boiling water, in striking contrast to normal DNA.
The last stabilizing factor to be considered is solvent entropy. This results from
the fact that bringing together two single strands requires desolvation of their
interacting faces. This releases a large number of previously bound water mole-
cules into solution, with a consequent gain in entropy. Desolvation however also
has a negative side, since removing the water molecules causes an enthalpy loss,
a significantly destabilizing factor. A further disadvantage of forming a double
helix is that loss of flexibility in the single strands (remember that the persistence
length of DNA changes from roughly 4 Å to 500 Å upon forming a double helix)
which represents an entropy penalty.
Each of the terms we have discussed can amount to hundreds of kcal.mol−1
for even a short DNA oligomer. It is a subtle balance between these large con-
tributions which leads finally to a stable helix. A good way to get a feeling for
the balances involved is provided by a thermodynamic study carried out in Ken
Breslauer’s group (see figure 7). The results of this study, which concern a 13 bp
fragment of DNA with the sequence CGCATGAGTACGC, enable us to break
down the helix-coil transition into two steps, the passage from a double-stranded
helix (ds) into two helical single strands (s1 and s2) and then the passage of each
of these strands to a disordered coil. The numbers given in figure 7 show that the
double helix is stabilized by 20 kcal.mol−1, but that this number actually hides
opposing enthalpy and entropy changes which are roughly five times larger. If
we now look at the single strands, their helical forms (h) are still stabilized en-
thalpically with respect to random coils (r) by roughly 30 kcal.mol−1 (almost
exclusively due to base stacking). This term is however almost exactly compen-
sated by the entropic loss associated with helical ordering. As a result, single
strand ordering is easily disrupted by thermal agitation at room temperature.
Even for double helices, the overall balance of the enthalpic and entropic terms
we have just discussed means that DNA (like most biological complexes) is only
moderately stable at room temperature. This is an advantage in most cases, mak-
50. DNA structure, dynamics and recognition 21
Fig. 7. Double helix to coil transitions (values in kcal.mol−1).
ing it easy to locally separate the two strands of a double helix in order to translate
or replicate the genetic message. This ease can be increased further by negatively
supercoiling, a strategy used by most living organisms. However, this moderate
stability can become a liability when things get hot. This explains the fact that
thermophiles need to keep their DNA positively supercoiled to avoid it unravel-
ling.
3. DNA dynamics
Although experimental studies provide overall information on DNA dynamics
(for example, through the atomic fluctuations probed by crystallographic B-fac-
tors), molecular simulations provide the only fully detailed information on dy-
namics and, in particular, offer the only hope at present of obtaining a compre-
hensive view of base sequence effects on dynamics. I would therefore like to
spend a little time describing how simulations are carried out and what data they
have provided so far.
The starting point for such simulations is an energy functional (or force field)
which gives the conformational energy of a molecule as a function of the rela-
tive positions of its constituent atoms. Such force fields are empirical, although
their terms are based on the various physical interactions which play a role in de-
termining molecular structure. Their terms can be divided into those describing
51. 22 R. Lavery
Fig. 8. Force field terms.
the interactions of chemically bonded atoms and those dealing with longer-range
(termed, non-bonded) interactions. Typical functional forms are shown in fig-
ure 8. In the first group we find bond length, valence angle and dihedral terms
which depend respectively on the relative positions of two, three or four linearly
bonded atoms. The first two of these terms are generally quadratic functions,
while the third is based on a cosine function. Each must be parameterized to re-
produce the appropriate experimental (or quantum chemically calculated) value
of the bond length, valence angle or dihedral (or set of symmetrically equiva-
lent dihedrals) and be associated with an appropriate force constant determining
the flexibility of the corresponding value. Such parameters need to be obtained
for each chemically distinct class of bonds, valence angles or dihedrals, classes
which are in turn determined by the “classes” of atom which compose them.
Non-bonded interactions are generally limited to a Coulomb term describing the
electrostatic interactions between fractional charges on each of the atoms and
a Lennard-Jones term describing short-range interatomic repulsion and disper-
sion interactions. The fractional atomic charges within a molecule are gener-
ally determined by a fitting procedure aimed at reproducing the quantum chem-
ically calculated electrostatic potential surrounding the molecule. (In the case
of macromolecules, this procedure is actually applied to overlapping molecular
fragments.) Lennard-Jones terms, including short range repulsion and dispersion,
are obtained for interactions between all necessary atomic “classes”, generally by
fitting to data from the crystalline phases of small organic molecules. The reason
for using the term atomic “classes” is that, given the empirical nature of force
fields, it is not enough to have one set of parameters for a given atom type. It is
necessary, for example, to distinguish aromatic and aliphatic carbon atoms, and
amine and imine nitrogens, etc. Modern force fields typically contain around 50
atomic classes. For more details see the book by Leach cited at the end of this
chapter.
52. DNA structure, dynamics and recognition 23
Fig. 9. MD protocol.
Carrying out a molecular dynamics simulation involves integrating Newton’s
equation of motion in time, using an appropriate force field to obtain the energy
of the system and the forces acting on each atom. The integration has to be made
in finite steps which must be smaller than the faster fluctuations occurring in the
system. Since the vibrations of chemical bonds involving hydrogen have a char-
acteristic time of a few femtoseconds (fs), the dynamics time step is generally
set to 1-2 fs. Since DNA, like other biomacromolecules, is only stable in salty
water, simulations must take into account a layer of water molecules contain-
ing counterions surrounding the solute molecule. This greatly increases the size
of the system to be treated. As an example, a 15 base pair DNA double helix
(containing roughly 1000 atoms) requires a solvent shell of roughly 5000 water
molecules. The simulated system is contained within a box, which is typically a
rectangular prism or a truncated octahedron. Artefacts linked to edge-effects are
avoided by symmetrically reproducing the box in all directions. These so-called
“periodic boundary conditions” mean that a solvent molecule or ion leaving the
simulation box on one side will simultaneously re-enter the box on the opposite
side.
Having set up the initial conformation of the system, and generally carried out
energy minimization to ensure that there are no close atomic contacts, the sys-
tem can be gently heated (by increasing the atomic velocities) until the desired
simulation temperature is reached (figure 9). The so-called production phase
of the simulation can then be carried out in various thermodynamic ensembles,
53. 24 R. Lavery
Fig. 10. MD time series.
the most common being the isothermal-isobaric ensemble (NPT), where both the
temperature and the pressure of the simulated system are controlled by respec-
tively modulating the atomic velocities and the size of the simulation cell. Given
the computational cost of molecular dynamic simulations for macromolecular
systems, production runs are typically limited to a few tens of nanoseconds.
What do we get out of such simulations? Firstly, it is possible to analyze in
detail the way a DNA fragment fluctuates at room temperature. This can be done
by making a movie of the simulation, superposing snapshots drawn from the
simulation or studying time series of the backbone or helical parameters describ-
ing the fragment (figure 10 shows examples for sugar puckering and fluctuations
in groove width). The results show that DNA undergoes dramatic fluctuations
which considerably exceed those deduced by looking at an ensemble of DNA
crystal structures. These fluctuations apply to both local backbone parameters
(such as sugar puckers, phosphodiester dihedrals) and to helical parameters (such
as rise and twist). They also show how base sequence can influence the structure
and dynamics of the double helix and they have notably helped to understand
how some sequences can induce bending of the helical axis (see below). By
changing the solvent conditions it has also been possible to study spontaneous
54. DNA structure, dynamics and recognition 25
transitions between the A and B forms of DNA and it is also possible to study
slower processes, such as base pair opening, by using constraints which force
the simulation to sample what would otherwise be extremely rare events. I will
return to this later.
An international group of laboratories (ABC, the Ascona B-DNA Consortium)
has recently been formed to carry out enough DNA simulations to be able to
get a comprehensive view of sequence effects. The initial stage of this project
involved 15 ns simulations on a group of 39 oligomers. Each oligomer contained
a tetranucleotide repeating sequence and these sequences were chosen so that
the whole dataset would provide information on the 136 unique tetranucleotide
sequences which can be formed from AT, TA, CG and GC base pairs. The project
is far from finished, but the initial results have already led to some surprises,
notably that the phosphodiester backbones can adopt finite set of conformational
substates and that the barriers separating some of these substates are high enough
to hinder proper sampling within a multi-nanosecond timescale. It has also been
shown that ion distributions around DNA converge very slowly and that different
monovalent ions have different influences on both backbone transitions and on
the overall structure of DNA fragments.
4. Deformations of the double helix
Before discussing the major deformations that DNA undergoes, it is worth saying
a few words about how to analyze its deformed conformations. Since DNA is a
double helix it is useful to speak in terms of helical parameters. The names and
geometrical sense of the various helical parameters is shown in figure 11.
Fig. 11. Helical parameters.
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Title: Life of Thomas Paine
Author: Richard Carlile
Release date: July 11, 2012 [eBook #40208]
Most recently updated: October 23, 2024
Language: English
Credits: Produced by David Widger
*** START OF THE PROJECT GUTENBERG EBOOK LIFE OF THOMAS
PAINE ***
61. LIFE OF THOMAS PAINE
WRITTEN PURPOSELY TO BIND WITH HIS
WRITINGS
62. By Richard Carlile
SECOND EDITION.
1821.
LIFE OF THOMAS PAINE
The present Memoir is not written as a thing altogether necessary,
or what was much wanted, but because it is usual and fitting in all
collections of the writings of the same Author to accompany them
with a brief account of his life; so that the reader might at the same
time be furnished with a key to the Author's mind, principles, and
works, as the best general preface. On such an occasion it does not
become the Compiler to seek after the adulation of friends, or the
slander of enemies; it is equally unnecessary to please or perplex
the reader with either; for when an author has passed the bar of
nature, it behoves us not to listen to any tales about what he was,
or what he did, but to form our judgments of the utility or non-utility
63. of his life, by the writings he has left behind him. Our business is
with the spirit or immortal part of the man. If his writings be
calculated to render him immortal, we have nothing to do with the
body that is earthly and corruptible, and which passes away into the
common mass of regenerating matter. Whilst the man is living, we
are justified in prying into his actions to see whether his example
corresponds with his precept, but when dead, his writings must
stand or fall by the test of reason and its influence on public opinion.
The excess of admiration and vituperation has gone forth against the
name and memory of the Author of Rights of Man, and Age of
Reason, but it shall be the endeavour of the present Compiler to
steer clear of both, and to draw from the reader an
acknowledgement that here the Life and Character of Paine is fairly
stated, and that here the enquirer after truth may find that which he
most desires—an unvarnished statement.
Thomas Paine was born at Thetford, in the county of Norfolk, in
England, on the 29th of January, 1737. He received such education
as the town could afford him, until he was thirteen years of age,
when his father, who was a staymaker, took him upon the shop-
board. Before his twentieth year, he set out for London to work as a
journeyman, and from London to the coast of Kent. Here he became
inflamed with the desire of a trip to sea, and he accordingly served
in two privateers, but was prevailed upon by the affectionate
remonstrances of his father, who had been bred a Quaker, to
relinquish the sea-faring life. He then set up as a master stay maker
at Sandwich, in the county of Kent, when he was about twenty-three
years of age. It appears that he had a thorough distaste for this
trade, and having married the daughter of an exciseman, he soon
began to turn his attention to that office. Having qualified himself he
soon got appointed, but from some unknown cause his commission
scarcely exceeded a year. He then filled the office of an usher at two
different schools in the suburbs of London, and by his assiduous
application to study, and by his regular attendance at certain
astronomical and mathematical lectures in London, he became a
proficient in those sciences, and from this moment his mind, which
64. was correct and sound, began to expand, and here that lustre began
to sparkle, which subsequently burst into a blaze, and gave light
both to America and Europe.
He again obtained an appointment in the Excise, and was
stationed at Lewes, in Sussex, and in this town the first known
production of his pen was printed and published. He had displayed
considerable ability in two or three poetical compositions, and his
fame beginning to spread in this neighbourhood, he was selected by
the whole body of excisemen to draw up a case in support of a
petition they were about to present to Parliament for an increase of
salary. This task he performed in a most able and satisfactory
manner, and although this incident drew forth his first essay at prose
composition, it would have done honour to the first literary character
in the country; and it did not fail to obtain for Mr. Paine universal
approbation. The Case of the Officers of Excise is so temperately
stated, the propriety of increasing their salaries, which were then but
small, urged with such powerful reasons and striking convictions,
that although we might abhor such an inquisitorial system of excise
as has long disgraced this country, we cannot fail to admire the
arguments and abilities of Mr. Paine, who was then an exciseman, in
an endeavour to increase their salaries. He was evidently the child of
nature from the beginning, and the success of his writings was
mainly attributable to his never losing sight of this infallible guide. In
his recommendation to Government to increase the salaries of
excisemen, he argues from natural feelings, and shews the absolute
necessity of placing a man beyond the reach of want, if honesty be
expected in a place of trust, and that the strongest inducement to
honesty is to raise the spirit of a man, by enabling and encouraging
him to make a respectable appearance.
This Case of the Officers of Excise procured Mr. Paine an
introduction to Oliver Goldsmith, with whom he continued on terms
of intimacy during his stay in England. His English poetical
productions consisted of The Death of Wolfe, a song; and the
humourous narrative, about The Three Justices and Farmer Short's
Dog. At least, these two pieces are all that we now have in print. I
65. have concisely stated Mr. Paine's advance to manhood and fame
considering the act but infantile in being elaborate upon the infancy
and youth of a public character who displays nothing extraordinary
until he reaches manhood. My object here is not to make a volume,
but to compress all that is desirable to be known of the Author, in as
small a compass as possible. Mr. Paine was twice married, but
obtained no children: his first wife he enjoyed but a short time, and
his second he never enjoyed at all, as they never cohabited, and
before Mr. Paine left England they separated by mutual consent, and
by articles of agreement. Mr. Paine often said, that he found
sufficient cause for this curious incident, but he never divulged the
particulars to any person, and, when pressed to the point, he would
say that it was nobody's business but his own.
In the autumn of 1774, being then out of the Excise, he was
introduced to the celebrated Dr. Franklin, then on an embassy to
England respecting the dispute with the Colonies, and the Doctor
was so much pleased with Mr. Paine, that he pointed his attention to
America as the best mart for his talents and principles, and gave him
letters of recommendation to several friends. Mr. Paine took his
voyage immediately, and reached Philadelphia just before Christmas.
In January he had become acquainted with a Mr. Aitkin, a bookseller,
who it appears started a magazine for the purpose of availing
himself of Mr. Paine's talents. It was called the Pennsylvania
Magazine, and, from our Author's abilities, soon obtained a currency
that exceeded any other work of the kind in America. Many of Mr.
Paine's productions in the papers and magazines of America have
never reached this country so as to be republished, but such as we
have are extremely beautiful, and compel us to admit, that his
literary productions are as admirable for style, as his political and
theological are for principle.
From his connection with the leading characters at Philadelphia,
Mr. Paine immediately took a part in the politics of the Colonies, and
being a staunch friend to the general freedom and happiness of the
human race, he was the first to advise the Americans to assert their
independence. This he did in his famous pamphlet, intitled Common
66. Sense, which for its consequences and rapid effect was the most
important production that ever issued from the press. This pamphlet
appeared at the commencement of the year 1776, and it electrified
the minds of the oppressed Americans. They had not ventured to
harbour the idea of independence, and they dreaded war so much
as to be anxious for reconciliation with Britain. One incident which
gave a stimulus to the pamphlet Common Sense was, that it
happened to appear on the very day that the King of England's
speech reached the United States, in which the Americans were
denounced as rebels and traitors, and in which speech it was
asserted to be the right of the Legislature of England to bind the
Colonies in all cases whatsoever! Such menace and assertion as this
could not fail to kindle the ire of the Americans, and Common
Sense came forward to touch their feelings with the spirit of
independence in the very nick of time.
On the 4th of July, in the same year, the independence of the
United States was declared, and Paine had then become so much an
object of esteem, that he joined the army, and was with it a
considerable time. He was the common favourite of all the officers,
and every other liberal-minded man, that advocated the
independence of his country, and preferred liberty to slavery. It does
not appear that Paine held any rank in the army, but merely assisted
with his advice and presence as a private individual. Whilst with the
army, he began, in December of the same year, to publish his papers
intitled The Crisis. These came out as small pamphlets and
appeared in the newspapers, they were written occasionally, as
circumstances required. The chief object of these seems to have
been to encourage the Americans, to stimulate them to exertion in
support and defence of their independence, and to rouse their spirits
after any little disaster or defeat. Those papers, which also bore the
signature of Common Sense, were continued every three or four
months until the struggle was over.
In the year 1777, Mr. Paine was called away from the army by an
unexpected appointment to fill the office of Secretary to the
Committee for Foreign Affairs. In this office, as all foreign
67. correspondence passed through his hands, he obtained an insight
into the mode of transacting business in the different Courts of
Europe, and imbibed much important information. He did not
continue in it above two years, and the circumstance of his
resignation seems to have been much to his honour as an honest
man. It was in consequence of some peculation discovered to have
been committed by one Silas Deane who had been a commissioner
from the United States to some part of Europe. The discovery was
made by Mr. Paine, and he immediately published it in the papers,
which gave offence to certain members of the Congress, and in
consequence of some threat of Silas Deane, the Congress shewed a
disposition to censure Mr. Paine without giving him a hearing, who
immediately protested against such a proceeding, and resigned his
situation. However, he carried no pique with him into his retirement,
but was as ardent as ever in the cause of independence and a total
separation from Britain. He published several plans for an equal
system of taxation to enable the Congress to recruit the finances
and to reinforce the army, and in the most clear and pointed
manner, held out to the inhabitants of the United States, the
important advantages they would gain by a cheerful contribution
towards the exigencies of the times, and at once to make
themselves sufficiently formidable, not only to cope with, but to
defeat the enemy. He reasoned with them on the impossibility of any
army that Britain could send against them, being sufficient to
conquer the Continent of America. He again and again explained to
them that nothing but fortitude and exertion was necessary on their
part to annihilate in one campaign the forces of Britain, and put a
stop to the war. It is evident, and admitted on all sides, that these
writings of Mr. Paine became the main spring of action in procuring
independence to the United States.
Notwithstanding the little disagreement he had with the Congress,
it was ready at the close of the war to acknowledge his services by a
grant of three thousand dollars, and he also obtained from the State
of New York, the confiscated estate of some slavish lory and royalist,
situate at New Rochelle. This estate contained three hundred acres
68. of highly, cultivated land, and a large and substantial stone built
house. The State of Pennsylvania, in which he first published
Common Sense and The Crisis, presented him with £500 sterling;
and the State of Virginia had come to an agreement for a liberal
grant, but in consequence of Mr. Paine's interference and resistance
to some claim of territory made by that State, in his pamphlet,
intitled Public Good, he lost this grant by a majority of one vote.
This pamphlet is worthy of reading, but for this single circumstance,
and nothing can more strongly argue the genuine patriotism and real
disinterestedness of the man, than his opposing the claims of this
State at a moment when it was about to make him a more liberal
grant than any other State had done.
It was in the year 1779, that Mr. Paine resigned his office as
Secretary to the Committee for Foreign Affairs, and in the year 1781,
he was, in conjunction with a Colonel Laurens, dispatched to France
to try to obtain a loan from that government. They succeeded in
their object, and returned to America with two millions and a half of
livres in silver, and stores to the united value of sixteen millions of
livres. This circumstance gave such vigour to the cause of the
Americans, that they shortly afterwards brought the Marquis
Cornwallis to a capitulation. Six millions of livres were a present from
France, and ten millions were borrowed from Holland on the security
of France. In this trip to France, Mr. Paine not only accomplished the
object of his embassy, but he also made a full discovery of the
traitorous conduct of Silas Deane, and, on his return fully justified
himself before his fellow citizens, in the steps he had taken in that
affair, whilst Deane was obliged to shelter himself in England from
the punishment due to his crimes.
In a number of the Crisis, Mr. Paine says, it was the cause of
independence to the United States, that made him an author; by this
it has been argued, that he could not have written The Case of the
Officers of Excise before going to America, but this I consider to be
easy of explanation. As the latter pamphlet was published by the
subscriptions of the officers of excise, and as it was a mere
statement of their case, drawn up at their request and suggestion,
69. Mr. Paine might hardly consider himself, intitled to the name of
author for such a production which had but a momentary and partial
object. He might have considered himself as the mere amanueusis
of the body of excisemen, and, to have done nothing more than
state their complaint and sentiments. It does not appear that the
pamphlet was printed for sale, or that the writer ever had, or
thought to have, any emolument from it. It must have been in this
light that Mr. Paine declined the character of an Author on the
account of that pamphlet, for no man need be ashamed to father it
either for principle or style. In the same manner might be considered
his song On the Death of General Wolfe, his Reflections on the
Death of Lord Clive, and several other essays and articles that
appeared in the Pennsylvania Magazine, and the different
newspapers of America, all of which had obtained celebrity as
something superior to the general rank of literature that had
appeared in the Colonies, and yet even on this ground he also
relinquished the title of an author. To be sure, a man who writes a
letter to his relatives or friends is an author, but Mr. Paine thought
the word of more import, and did not call himself an author until he
saw the benefits he had conferred on his fellow-citizens and
mankind at large, by his well-timed Common Sense and Crisis.
During the struggle for independence, the Abbe Raynal, a French
author, had written and published what he called a History of the
Revolution, or Reflections on that History, in which he had made
some erroneous statements, probably guided by the errors, wilful or
accidental, in the European newspapers. Mr. Paine answered the
Abbe in a letter, and pointed out all his misstatements, with a hope
of correcting the future historian. This letter is remarkably well
written, and abounds with brilliant ideas and natural embellishments.
Ovid's classical and highly admired picture of Envy, can scarcely vie
with the picture our Author has drawn of Prejudice in this letter. It
will be sure to arrest the reader's attention, therefore I will not mar
it by an extract. Mr. Paine never deviated from the path of nature,
and he was unquestionably as bright an ornament as ever our
70. Common Parent held up to mankind. He studied Nature in
preference to books, and thought and compared as well as read.
The hopes of the British Government having been baffled in the
expected reduction of the Colonies, and being compelled to
acknowledge their independence, Mr. Paine had now leisure to turn
to his mechanical and philosophical studies. He was admitted a
member of the American Philosophical Society, and appointed Master
of Arts, by the University of Philadelphia, and we find nothing from
his pen in the shape of a pamphlet until the year 1786, He then
published his Dissertations on Governments, the Affairs of the Bank,
and Paper Money. The object of this pamphlet was to expose the
injustice and ingratitude of the Congress in withdrawing the charter
of incorporation from the American Bank, and to show, that it would
rather injure than benefit the community. The origin of this Bank
having been solely for the carrying on of the war with vigour, and to
furnish the army with necessary supplies, at a time when the want
of food and clothing threatened a mutiny, Mr. Paine condemned the
attempt to suppress it as an act of ingratitude.
At a moment when the United States were overwhelmed with a
general gloom by repeated losses and disasters, and by want of
vigour to oppose the enemy, Mr. Paine proposed a voluntary
contribution to recruit the army, and sent his proposal, and five
hundred dollars as a commencement, to his friend Mr. M'Clenaghan.
The proposal was instantly embraced, and such was the spirit by
which it was followed, that the Congress established the leading
subscribers into a Bank Company, and gave them a charter. This
incident might be said to have saved America for that time, and as
Mr. Paine has fairly shown that the Bank was highly advantageous to
the interest of the United States at the time of its suppression, and
that the act proceeded from party spleen, we cannot fail to applaud
the spirit of this pamphlet, although it was an attack on the conduct
of the Congress. It forms another proof that our Author never
suffered his duty and principle to be biassed by his interest.
In the year 1787, Mr. Paine returned to Europe, and first
proceeded to Paris, where he obtained considerable applause for the
71. construction of a model of an iron bridge which he presented to the
Academy of Sciences. The iron bridge is now becoming general in
almost all new erections, and will doubtless, in a few years,
supersede the more tedious and expensive method of building
bridges with stone. How few are those who walk across the bridge
of Vauxhall and call to mind that Thomas Paine was the first to
suggest and recommend the use of the iron bridge: he says, that he
borrowed the idea of this kind of bridge from seeing a certain
species of spider spin its web*! In the mechanical arts Mr. Paine took
great delight, and made considerable progress. In this, as in his
political and theological pursuits, to ameliorate the condition, and to
add to the comforts, of his fellow men, was his first object and final
aim.
* The famous iron bridge of one arch at Sunderland was the
first result of this discovery, although another gentleman
claimed the invention and took credit for it with impunity,
in consequence of the general prejudice against the name and
writings of Mr. Paine. It is a sufficient attestation of
this fact, to say, that the Sunderland bridge was cast at
the foundery of Mr. Walker, at Rotheram, in 'Yorkshire,
where Mr. Paine had made his first experiment on an
extensive scale.
From Paris Mr. Paine returned to England after an absence of
thirteen years, in which time he had lost his father, and found his
mother in distress. He hastened to Thetford to relieve her, and
settled a small weekly sum upon her to make her comfortable. He
spent a few weeks in his native town, and wrote the pamphlet,
intitled Prospects on the Rubicon, c. at this time, which appears
to have been done as much for amusement and pastime as any
thing else, as it has no peculiar object, like most of his other
writings, and the want of that object is visible throughout the work.
It is more of a general subject than Paine was in the habit of
indulging in, and its publication in England produced but little
attraction. France, at this moment, had scarcely begun to indicate
her determination to reform her government.
England was engaged in the affairs of the Stadt-holder of Holland;
and there seemed a confusion among the principal governments of
72. Europe, but no disposition for war.
Mr. Paine having become intimate with Mr. Walker, a large iron-
founder of Rotheram, in Yorkshire, retired thither for the purpose of
trying the experiment of his bridge. The particulars of this
experiment, with an explanation of its success, the reader will find
fully developed in his letter to Sir George Staunton. This letter was
sent to the Society of Arts in the Adelphi, and was about to be
printed in their transactions, but the appearance of the First Part of
Rights of Man, put a stop to its publication in that shape, and
afforded us a lesson that bigotry and prejudice form a woeful bar to
science and improvement. For the expence of this bridge Mr. Paine
had drawn considerable sums from a Mr. Whiteside, an American
merchant, on the security of his American property, but this Mr.
Whiteside becoming a bankrupt, Mr. Paine was suddenly arrested by
his assignees, but soon liberated by two other American merchants
becoming his bail, until he could make arrangements for the
necessary remittances from America.
During the American war, Mr. Paine had felt a strong; desire to
come privately into England, and publish a pamphlet on the real
state of the war, and display to the people of England the atrocities
of that cause they were so blinded to support. He had an impression
that this step would have more effect to stop the bloody career of
the English Government, than all he could write in America, and
transmit to the English newspapers. It was with difficulty that his
friends got him to abandon this idea, and after he had succeeded in
obtaining the loan from the French Government, he proposed to
Colonel Laurens to return alone, and let him go to England for this
purpose. The Colonel, however, positively refused to return without
him, and in this purpose he was overcome by the force of friendship.
Still the same idea lingered in his bosom after the Americans had
won their independence. Mr. Paine loved his country and
countrymen, and was anxious to assist them in reforming their
Government. The attack which Mr. Burke made upon the French
Revolution soon gave him an opportunity of doing this, and the
73. production of Rights of Man will ever rank Mr. Paine among the
first and best of writers on political economy.
The friend and companion of Washington and Franklin could not
fail to obtain an introduction to the leading political characters in
England, such as Burke, Horne Tooke, and the most celebrated
persons of that day. Burke had been the opponent of the English
Government during the American war, and was admired as the
advocate of constitutional freedom. Pitt, the most insidious and most
destructive man that ever swayed the affairs of England, saw the
necessity of tampering with Burke, and found him venal. It was
agreed between them that Burke should receive a pension in a
fictitious name, but outwardly continue his former character, the
better to learn the dispositions of the leaders in the opposition, as to
the principles they might imbibe from the American revolution, and
the approaching revolution in France. This was the master-piece of
Pitt's policy, he bought up all the talent that was opposed to his
measures, but instead of requiring a direct support, he made such
persons continue as spies on their former associates, and thus was
not only informed of all that was passing, but, by his agents, was
enabled to stifle every measure that was calculated to affect him, by
interposing the advice of his bribed opponents and pseudo-patriots.
It was thus Mr. Paine was drawn into the company of Burke, and
even a correspondence with him on the affairs of France; and it was
not until Pitt saw the necessity of availing himself of the avowed
apostacy of Burke, and of getting him to make a violent attack upon
the French revolution, that Mr. Paine discovered his mistake in the
man.
It is beyond question that Burke's attack on the French Revolution
had a most powerful effect in this country, and kindled a hatred
without shewing a cause for it, but still, as honest principle will
always outlive treachery, it drew forth from Mr. Paine his Rights of
Man which will stand as a lesson to all people in all future
generations whose government might require reformation. Vice can
triumph but for a moment, whilst the triumph of virtue is perpetual.
74. The laws of England have been a great bar to the propagation of
sound principles and useful lessons on Government, for whatever
might have been the disposition and abilities of authors, they have
been compelled to limit that disposition and those abilities to the
disposition and abilities of the publisher. Thus it has been difficult for
a bold and honest man to find a bold and honest publisher; even in
the present day it continues to be the same, and the only effectual
way of going to work is, for every author to turn printer and
publisher as well. Without this measure every good work has to be
mangled according to the humour of the publisher employed. It was
thus Mr. Paine found great difficulty in procuring a publisher even for
his First Part of Rights of Man. It was thus the great and good
Major Cartwright found it necessary during the Suspension of the
Habeas Corpus to take a shop and sell his own pamphlets. I do not
mean to say that there is a fault in publishers, the fault lays
elsewhere, for it is well known that as soon as a man finds himself
within the walls of a gaol for any patriotic act, those outside trouble
themselves but little about him. It is the want of a due
encouragement which the nation should bestow on all useful and
persecuted publishers. I may be told that this last observation has a
selfish appearance, but let the general statement be first
contradicted, then I will plead guilty to selfish views.
Mr. Paine would not allow any man to make any the least
alteration or even correction in his writings. He carried this
disposition so far as to refuse a friend to correct an avowed
grammatical error. He would say that he only wished to be known as
what he really was, without being decked with the plumes of
another. I admire and follow this part of his principles, as well as
most of his others, and I hold the act to be furtive and criminal,
where one man prunes, mangles, and alters the writings of another.
It is a vicious forgery, and merits punishment. If a man durst not
publish the whole of the writings of another, he had far better leave
them altogether, until another more bold and honest shall be found
to undertake the task. Every curtailment must tend to misrepresent;
and whatever may be the motive, the act is dishonest.
75. Mr. Paine had been particularly intimate with Burke, and I have
seen an original letter of Burke to a friend, wherein he expressed the
high gratification and pleasure he felt at having dined at the Duke of
Portland's with Thomas Paine the great political writer of the United
States, and the author of Common Sense. Whether the English
ministers had formed any idea or desire to corrupt Paine by inviting
him to their tables, it is difficult to say, but not improbable; one thing
is certain, that, if ever they had formed the wish, they were foiled in
their design, for the price of £1000, which Chapman, the printer of
the Second Part of Rights of Man, offered Mr. Paine for his
copyright, is a proof that he was incorruptible on this score. Mr.
Paine was evidently much pleased with his intimacy with Burke, for it
appears he took considerable pains to furnish him with all the
correspondence possible on the affairs of France, little thinking that
he was cherishing a viper, and a man that would hand those
documents over to the minister; but such was the case, until Mr.
Burke was compelled to display his apostacy in the House of
Commons, and to bid his former associates beware of him.
Mr. Paine promised the friends of the French Revolution, that he
would answer Burke's pamphlet, as soon as he saw it; and it would
be difficult to say, whether Burke's Reflections on the French
Revolution, or Paine's Rights of Man, had the more extensive
circulation. One thing we know, Burke's book is buried with him,
whilst Rights of Man, stitl blazes and obtains an extensive
circulation yearly, since it has been republished. Its principles will be
co-existent with the human race, and the more they are known the
more will they be admired. Nature assisted by Reason form their
base: the only stable foundation on which the welfare of mankind
can be erected. I have circulated near 5000 copies since November,
1817.
The publication of Rights of Man, formed as great an era in the
politics of England, as Common Sense had done in America: the
difference is only this, the latter had an opportunity of being acted
upon instantly, whilst the former has had to encounter corruption
and persecution; but that it will finally form the base of the English
76. Government, I have neither fear or doubt. Its principles are so self-
evident, that they flash conviction on the most unwilling mind that
gives the work a calm perusal. The First Part of Rights of Man
passed unnoticed, as to prosecution, neither did Burke venture a
reply. The proper principles of Government, where the welfare of the
community is the object of that Government, as the case should
always be, are so correctly and forcibly laid down in Rights of Man,
that the book will stand, as long as the English language is spoken,
as a monument of political wisdom and integrity.
It should be observed, that Mr. Paine never sought profit from his
writings, and when he found that Rights of Man had obtained a
peculiar attraction he gave up the copyright to whomsoever would
print it, although he had had so high a price offered for it. He would
always say that they were works of principle, written solely to
ameliorate the condition of mankind, and as soon as published they
were common property to any one that thought proper to circulate
them.
I do not concur in the propriety of Mr. Paine's conduct on this
occasion, because, as he was the Author, he might as well have put
the Author's profit into his pocket, as to let the bookseller pocket the
profit of both. His pamphlets were never sold the cheaper for his
neglecting to take his profit as an Author; but, it is now evident that
Mr. Paine, by neglecting that affluence which he might have honestly
and honourably possessed, deprived himself in the last dozen years
of his life of the power of doing much good. It is not to be denied
that property is the stamina of action and influence, and is looked up
to by the mass of mankind in preference to principle in poverty. But
there comes another danger and objection, that is, that the holders
of much property are but seldom found to trouble themselves about
principle. Their principle seldom goes a step beyond profession. But
where principle and property unite, the individual becomes a host.
The First Part of Rights of Man, has not that methodical
arrangement which is to be found in the Second Part, but an apology
arises for it, Mr. Paine had to tread the wilderness of rhapsodies,
that Burke had prepared for him. The part is, however, interspersed
77. with such delightful ornaments, and such immutable principles, that
the path does not become tedious. Perhaps no other volume
whatever has so well defined the causes of the French Revolution,
and the advantages that would have arisen from it had France been
free from the corrupting influence of foreign powers. But I must
recollect that my business here is to sketch the Life of Mr. Paine, I
wish to avoid any thing in the shape of quotation from his writings,
as I am of opinion, that the reader will glean their beauties from the
proper source with more satisfaction; and no Life of Paine that can
be compiled will ever express half so much of the man, as his own
writings, as a whole, speak for themselves, and almost seem to say
the hand that made us is divine.
After some difficulty a publisher was found for Rights of Man in
Mr. Jordan, late of 166, Fleet Street The First Part appeared on the
13th of March, 1791, and the Second Part on the 16th of February in
the following year. The Government was paralyzed at the rapid sale
of the First Part, and the appearance of the Second. The attempt to
purchase having failed, the agents of the Government next set to
work to ridicule it, and to call it a contemptible work. Whig and Tory
members in both Houses of Parliament affected to sneer at it, and to
laud our glorious constitution as a something impregnable to the
assaults of such a book. However, Whig and Tory members had just
began to be known, and their affected contempt of Rights of Man,
served but as advertisements, and greatly accelerated its sale. In the
month of May, 1792, the King issued his proclamation, and the
King's Devil his ex officio information, on the very same day, against
Rights of Man. This in some measure impeded its sale, or
occasioned it to be sold in a private manner; through which means it
is impossible to give effectual circulation to any publication. One part
of the community is afraid to sell and another afraid to purchase
under such conditions. It is not too much to say, that if Rights of
Man had obtained two or three years free circulation in England and
Scotland, it would have produced a similar effect to what Common
Sense did in the United States of America. The French Revolution
had set the people of England and Scotland to think, and Rights of
78. Man was just the book to furnish materials for thinking. About this
time he also wrote his Letter to the Addressers, and several letters
to the Chairmen of different County Meetings, at which those
addresses were voted.
Mr. Paine had resolved to defend the publication of Rights of
Man in person, but in the month of September, a deputation from
the inhabitants of Calais waited upon him to say, that they had
elected him their deputy to the National Convention of France. This
was an affair of more importance than supporting Rights of Man,
before a political judge and a packed jury, and, accordingly, Mr.
Paine set off for France with the deputation, but not without being
exposed to much insult at Dover; where the Government spies had
apprised the Custom House Officers of his arrival, and some of those
spies were present to overhaul all his papers.
It was said, that Mr. Paine had scarcely embarked twenty minutes
before a warrant came to Dover, from the Home Department to
arrest him. Be this as it may, Mr. Paine had more important scenes
allotted to him. On reaching the opposite Shore the name of Paine
was no sooner announced than the beach was crowded;-all the
soldiers on duty Were drawn up; the officer of the guard embraced
him on landing, and presented him with the national cockade, which
a handsome young woman, who was standing by, begged the
honour of fixing in his hat, and returned it to him, expressing a hope
that he would continue his exertions in the behalf of Liberty, France,
and the Rights of Man. A salute was then fired from the battery; to
announce the arrival of their new representative. This ceremony
being over, he walked to Deisseiu's, in the Rue de l'Egalite (formerly
Rue de Roi), the men, women, and children crowding around him,
and calling out Vive Thomas Paine! He was then conducted to the
Town Hall, and there presented to the Municipality, who with the
greatest affection embraced their representative. The Mayor
addressed him in a short speech, which was interpreted to him by
his friend and conductor, M. Audibert, to which Mr. Paine laying his
hand on his heart, replied, that his life should be devoted to their
service.
79. At the inn, he was waited upon by the different persons in
authority, and by the President of the Constitutional Society, who
desired he would attend their meeting of that night: he cheerfully
complied with the request, and the whole town would have been
there, had there been room: the hall of the 'Minimes' was so
crowded that it was with the greatest difficulty they made way for
Mr. Paine to the side of the President. Over the chair he sat in, was
placed the bust of Mirabeau, and the colours of France, England,
and America united. A speaker acquainted him from the tribune with
his election, amidst the plaudits of the people. For some minutes
after this ceremony, nothing was heard but Vive la Nation! Vive
Thomas Paine in voices male and Female.
On the following day, an extra meeting was appointed to be held
in the church in honour of their new Deputy to the Convention, the
Minimes being found quite suffocating from the vast concourse of
people which had assembled on the previous occasion. A play was
performed at the theatre on the evening after his arrival, and a box
was specifically reserved for the author of 'Rights of Man,' the
object of the English Proclamation.
Mr. Paine was likewise elected as deputy for Abbeville, Beauvais,
and Versailles, as well as for the department of Calais, but the latter
having been the first in their choice, he preferred being their
representative.
On reaching Paris, Mr. Paine addressed a letter to the English
Attorney General, apprizing him of the circumstances of his
departure from England, and hinting to him, that any further
prosecution of Rights of Man, would form a proof that the Author
was not altogether the object, but the book, and the people of
England who should approve its sentiments. A hint was also thrown
out that the events of France ought to form a lesson to the English
Government, on its attempt to arrest the progress of correct
principles and wholesome truths. This letter was in some measure
due to the Attorney General, as Mr. Paine had written to him in
England on the commencement of the prosecution assuring him,
that he should defend the work in person. Notwithstanding the
80. departure of Mr. Paine, as a member of the French National
Convention, the information against Rights of Man was laid before
a jury, on the 2d of December in the same year, and the
Government, and its agents, were obliged to content themselves
with outlawing Mr. Paine, and punishing him, in effigy, throughout
the country! Many a faggot have I gathered in my youth to burn old
Tom Paine! In the West of England, his name became quite a
substitute for that of Guy Faux. Prejudice, so aptly termed by Mr.
Paine, the spider of the mind, was never before carried to such a
height against any other individual; and what will future ages think
of the corrupt influence of the English Government at the close of
the eighteenth century, when it could excite the rancour of a
majority of the nation against such a man as Thomas Paine!
We now find Mr. Paine engaged in new and still more important
scenes. His first effort as a member of the National Convention, was
to lay the basis of a self-renovating constitution, and to repair the
defects of that which had been previously adopted: but a
circumstance very soon occurred, which baffled all his good
intentions, and brought him to a narrow escape from the guillotine.
It was his humane and strenuous opposition to the putting Louis the
XVIth to death. The famous or infamous manifesto issued by the
Duke of Brunswick, in July 1792, had roused such a. spirit of hatred
towards the Royal Family of France, and all other Royal Families, that
nothing short of their utter destruction could appease the majority of
the French nation. Mr. Paine willingly voted for the trial of Louis as a
necessary exposure of Court intrigue and corruption; but when he
found a disposition to destroy him at once, in preference to
banishment, he exposed the safety of his own person in his
endeavour to save the life of Louis. Mr. Paine was perfectly a
humane man, he deprecated the punishment of death on any
occasion whatever. His object was to destroy the monarchy, but not
the man who had filled the office of monarch.
The following anecdote is another unparalleled instance of
humanity, and the moral precept of returning good for evil. Mr. Paine
happened to be dining one day with about twenty friends at a Coffee
81. House in the Palais Egalité, now the Palais Royal, when unfortunately
for the harmony of the company, a Captain in the English service
contrived to introduce himself as one of the party. The military
gentleman was a strenuous supporter of what is called in England,
the constitution in church and state, and a decided enemy of the
French Revolution. After the cloth was drawn, the conversation
chiefly turned on the state of affairs in England, and the means
which had been adopted by the government to check the increase of
political knowledge. Mr. Paine delivered his opinions very freely, and
much to the satisfaction of every one present, with the exception of
Captain Grimstone, who returned his arguments by calling him a
traitor to his country, with a variety of terms equally opprobrious. Mr.
Paine treated his abuse with much good humour, which rendered the
Captain so furious, that he walked up to the part of the room where
Mr. Paine was sitting, and struck him a violent blow, which nearly
knocked him off his seat. The cowardice of this behaviour from a
stout young man towards a person of Mr. Paine's age (he being then
upwards of sixty) is not the least disgraceful part of the transaction.
There was, however, no time for reflections of this sort; an alarm
was instantly given, that the Captain had struck a Citizen Deputy of
the Convention, which was considered an insult to the nation at
large; the offender was hurried into custody, and it was with the
greatest difficulty that Mr. Paine prevented him from being executed
on the spot.
It ought to be observed, that an act of the Convention had
awarded the punishment of death to any one who should be
convicted of striking a deputy; Mr. Paine was therefore placed in a
very unpleasant situation. He immediately applied to Barrere, at that
time president of the Committee of Public Safety, for a passport for
his imprudent adversary, who after much hesitation complied with
his request. It likewise occasioned Mr. Paine considerable personal
inconvenience to procure his liberation; but even this was not
sufficient; the Captain was without friends, and pennyless, and Mr.
Paine generously supplied him with money to defray his travelling
expences.
82. Louis fell under the guillotine, and Mr. Paine's deprecation of that
act brought down upon him the hatred of the whole Robespierrean
party. The reign of terror now commenced in France; every public
man who breathed a sigh for Louis was denounced a traitor to the
nation, and as such was put to death. Every man who complained of
the despotism and violence of the party in power, was hurried to a
prison, or before the Revolutionary Tribunal and to immediate
execution. Mr. Paine, although a Member of the Convention, was first
excluded on the ground of being a foreigner, and then thrown into
prison because he had been born in England! His place of
confinement was the Luxembourg; the time, about eleven months,
during which he was seized with a most violent fever, that rendered
him insensible to all that was passing, and to which circumstance he
attributes his escape from the guillotine.
About this period Mr. Paine wrote his first and second part of Age
of Reason. The first part was written before he went to the
Luxembourg, as in his passage thither he deposited the manuscript
with Joel Barlow. The second part he wrote during his confinement,
and at a moment when he could not calculate on the preservation of
his life for twenty-four hours: a circumstance which forms the best
proof of his sincerity, and his conviction of the fallacy and imposture
of all established religions: Throughout this work he has also trod
the path of nature, and has laid down some of the best arguments
to shew the existence of an Omnipotent Being, that ever were
penned. Those who are in the habit of running down every thing
that does not tally with their antiquated opinions, or the prejudices
in which they have been educated, have decried Mr. Paine as an
Atheist! Of all the men who ever wrote, Mr. Paine was the most
remote from Atheism, and has advanced stronger arguments against
the belief of no God, than any who have gone before him, or have
lived since. If there be any chance of the failure of Mr. Paine's
theological writings as a standard work, it will be on the ground of
their being more superstitious than otherwise. However, their
beauties, I doubt not, will at all times be a sufficient apology for a
few trifling defects. Mr. Paine has been taxed with inconsistency in
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