The persistence of spin.
In 150 Years of Vortex Dynamics.
Proceedings of the IUTAM Symposium held at the Technical University of Denmark, October 12-16, 2008
(Ed. H. Aref), Springer 2010 (to appear)

Vorticity generation during the clap-fling-sweep of some hovering insects.
(with D. Kolomenskiy, M. Farge & K. Schneider)
Theor. Comp. Fluid Dyn. Online first.

Relaxation to steady vortical flows, and knots in the quark-gluon plasma.
In Proceedings of the XXII International Congress of Theoretical and Applied Mechanics (ICTAM2008).
Springer 2009. (to appear)

Singularities in fluid dynamics and their resolution.
In Lectures on Topological Fluid Mechanics.
Lectures given at the C.I.M.E. Summer School held in Cetraro, Italy, July 210, 2001
(Ed. R.L. Ricca), Springer 2009, pp. 157–166

Vortex Dynamics: The Legacy of Helmholtz and Kelvin.
In Hamiltonian Dynamics, Vortex Structures, Turbulence.
Proceedings of the IUTAM Symposium held in Moscow, 25-30 August, 2006
(Eds. A.V. Borisov, V.V. Kozlov, I.S. Mamaev & M.A. Sokolovskiy), Springer 2008, pp. 1–10

Celt reversals: a prototype of chiral dynamics.
(with T. Tokieda)
Proc. Roy. Soc. Edinb. A, 138, 361–368. PDF

Kinematic variational principle for motion of vortex rings.
(with Y. Fukumoto)
Physica D, 237, 2210–2217. PDF

Magnetostrophic turbulence and the geodynamo.
In Proceedings of the IUTAM Symposium on Computational Physics and New Perspectives in Turbulence,
Nagoya, Japan, September, 11-14, 2006 (Ed. Y. Kaneda), Springer 2008, pp. 339–346

The birth and adolescence of MHD turbulence.
In Magnetohydrodynamics - Historical Evolution and Trends (Eds. S. Molokov, R. Moreau & H.K. Moffatt), Springer 2007,
pp. 213–222

Comment on “Natural classification of knots” by A. Flammini & A. Stasiak.
Proc. Roy. Soc. A, 463.
http://rspa.royalsocietypublishing.org/content/463/2078/569.full/reply

Corner flow: a classical problem with a new twist.
Nagare, 25, 6, 521–524. PDF

Evolution of toroidal magnetic eddies in an ideal fluid.
(with Y. Hattori)
J. Fluid Mech., 558, 253–279. PDF

Evolving eddy structures in oscillatory Stokes flows in domains with sharp corners.
(with M.Branicki)
J. Fluid Mech., 551, 63–92. PDF

Dynamics of an axisymmetric body spinning on a horizontal surface. III. Geometry of steady state structures for convex bodies.
(with Y.Shimomura & M.Branicki)
Proc. R. Soc. Lond. A, 462, 371–390. PDF

Exact solutions of the Navier-Stokes equations having steady vortex structures.
(with M.Z. Bazant)
J. Fluid Mech., 541, 55–64. PDF

Reconnexion of vortex and magnetic tubes subject to an imposed strain: An approach by perturbation expansion.
(with Y. Hattori)
Fluid Dyn. Res., 36 (4-6), 333–356. PDF

Stokes and Kelvin a century later.
In EUROMECH Newsletter No 28. EUROMECH, 2005. pp. 17–25

Dynamics of an axisymmetric body spinning on a horizontal surface. II. Self-induced jumping.
(with Y.Shimomura & M.Branicki)
Proc. R. Soc. Lond. A, 461, 1753-1774. PDF

A lifelong affair with fluid dynamics.
In One Hundred Reasons to be a Scientist (Ed. K.R. Sreenivasan). Abdus Salam Centre for Theoretical Physics (ICTP), Trieste, 2004.
pp. 162–163

AIMS for Africa.
TWAS Newsletter, 16, 3/4, 65–70. PDF, PDF , Cover, Photo 1, Photo 2, Photo 3, Photo 4.

Dynamics of an axisymmetric body spinning on a horizontal surface. I. Stability and the gyroscopic approximation.
(with Y.Shimomura & M.Branicki)
Proc.R.Soc.Lond. A, 460, 3643–3672. PDF, PI

On the stability of a rigid body in a magnetostatic equilibrium.
(with V.A.Vladimirov, P.A.Davidson & K.I.Ilin)
Eur. J. Mech. B/Fluids, 22, 511–523. PDF, PI

George Keith Batchelor 8 March 1920–30 March 2000.
Biog. Mems Fell. R.Soc. Lond. 48, 25–41. PDF, PI , Photo.

Migration of an insulating particle under the action of uniform ambient electric and magnetic fields. Part 1. General Theory.
(with A.Sellier)
J.Fluid Mech.. 464, 279–286. PDF.

A model for magnetic reconnection.
(with R.E.Hunt)
In Tubes, Sheets and Singularities in Fluid Dynamics. (Ed. H.K.Moffatt & K.Bajer) (Kluwer 2002). PDF, PI .

Spinning eggs – a paradox resolved.
(with Y.Shimomura)
Brief Communication, Nature 416, 385–386. PDF

G.K.Batchelor and the homogenisation of turbulence.
Ann.Rev.Fluid Mech. 34, 19–35. PDF, PI

Some remarks on topological fluid mechanics.
In An Introduction to the Geometry and Topology of Fluid Flows. (Ed. R.Ricca) (Kluwer) 3–10. PDF, PI .

The topology of turbulence.
In New Trends in Turbulence. (Eds. M.Lesieur, A.Yaglom & F.David) (Springer) 319–340. PDF PI , Cover.

Local and Global Perspectives in Fluid Dynamics.
In Mechanics for a New Millennium (Ed. H. Aref & J. Phillips) (Kluwer) 521–540. PDF, PI , Fig 2, Fig 4, Fig 6, Fig 8.

The topology of scalar fields in 2D and 3D turbulence.
In: Proc. IUTAM Symp. Geometry & Statistics of Turbulence Ed. T.Kambe,T.Nakano & T.Miyauchi (Kluwer) 13–22. PDF, PI .

Dynamo Theory.
The Encyclopedia of Astronomy and Astrophysics (Institute of Physics Publishing and Nature Publishing Group) 666-671. PDF, PI

Vortex and magneto-dynamics – a topological perspective.
In Mathematical Physics 2000 Ed. A Fokas, A. Grigoryan, T. Kibble, B. Zegarlinski (Imperial College Press) 170–182. PDF, PI .

Reflections on Magnetohydrodynamics.
In: Perspectives in Fluid Dynamics (Ed. G.K. Batchelor, H.K. Moffatt & M.G. Worster) CUP, 347-391. PDF, PI , Cover,

Perspectives in Fluid Dynamics.
(Ed. with G.K. Batchelor & M.G. Worster), Cambridge University Press.

Euler’s disk and its finite-time singularity.
Brief Communication, Nature 404, 833–834 [see also Nature, 408, 540 (PDF)]. PDF

The interaction of skewed vortex pairs: a model for blow-up of the Navier-Stokes equations.
J. Fluid Mech. 409, 51–68). PDF, PI

Rotary honing: a variant of the Taylor paint-scraper problem.
(with C. P. Hills)
J. Fluid Mech. 418, 119–135. PDF.

Motion and expansion of a viscous vortex ring. Part I. A higher order asymptotic formula for the velocity.
(with Y. Fukumoto)
J. Fluid Mechanics 417, 1–45. PDF, PI

On general transformations and variational principles for the magnetohydrodynamics of ideal fluids Part IV. Generalized isovorticity principle for three-dimensional flows.
(with V A Vladimirov & K I Ilin)
J. Fluid Mech. 390, 127–150. PDF, PI

Theory of non-axisymmetric Burgers vortex with arbitrary Reynolds number.
(with K. Bajer)
In Dynamics of Slender Vortices Ed. E Krause & K. Gersten (Kluwer), pps 193–202. PDF, PI , Front matter, Contents.

Motion of a thin vortex ring in a viscous fluid: higher order asymptotics.
(with Y. Fukumoto)
In Dynamics of Slender Vortices Ed. E. Krause & K. Gersten (Kluwer) pps 21-34. PDF, PI , Front matter, Contents.

Formation and disruption of concentrated vortices in turbulence.
In Advances in Turbulence VII  Ed. U. Frisch (Kluwer) 327-330. PDF, PI , Cover, Front matter, Contents, Preface.

Knots and Fluid Dynamics.
In Ideal Knots Ed. A. Stasiak, V.Katritch & L.H.Kaufman (World Scientific) 223-233. PDF, PI .

Corner singularities in three-dimensional Stokes flow.
(with V. Mak)
In Nonlinear Singularities in Deformation and Flow, Ed. D. Durban & J.R.A. Pearson (Kluwer) 21–26. PDF, PI .

On general transformations and variational principles for the magnetohydrodynamics of ideal fluids. Part III. Stability Criteria for axisymmetric flows.
(with V.A. Vladimirov & K.I. Ilin)
J. Plasma Physics 57, 89-120. PDF, PI

On the effect of a central vortex on a stretched magnetic flux tube.
(with K. Bajer)
J. Fluid Mech. 339, 121-142. PDF, PI

A similarity solution for viscous source flow on a vertical plane.
(with B.R. Duffy)
Eur. J. Appl. Math. 8, 37-47. PDF, PI .

Instability of magnetic modons and analogous Euler flows.
(with A.Y.K. Chui)
J. Plasma Physics 56, 677-691. PDF, PI .

On general transformations and variational principles for the magnetohydrodynamics of ideal fluids. Part II. Stability criteria for two-dimensional flows.
(with V.A. Vladimirov & K.I. Ilin)
J. Fluid Mech. 329, 187-205. PDF, PI

On the three-dimensional instability of an elliptical vortex subjected to stretching.
(with S. Le Dizès & M. Rossi)
Phys. Fluids 8 (8), 2084-2090. PDF, PI .

The structure of the vortices in freely decaying two-dimensional turbulence.
(with J. Jimenez & C. Vasco)
J. Fluid Mech. 313, 209–222. PDF, PI , Fig 5a, Fig 5b.

Flow of a viscous trickle on a slowly varying incline.
(with B.R. Duffy)
Chem. Eng. J. 60, 141–146. PDF, PI . Cover.

The energy and helicity of knotted magnetic flux tubes.
(with A.Y.K. Chui)
Proc. Roy. Soc. Lond. A 451, 609–629. PDF, PI

Topological dynamics of fluids.
Proc. XIth Int. Cong. Math. Phys. Ed. D. Iagolnitzer, International Press, 465–473. PDF, PI.

Vortices subjected to non-axisymmetric strain – unsteady asymptotic evolution.
In Asymptotic Modelling in Fluid Mechanics Ed. P.-A. Bois, E. Dériat, R. Gatignol & A. Rigolot (Springer) 29-35. PDF, PI , Title page, Fig 1.

On general transformations and variational principles for the magnetohydrodynamics of ideal fluids. Part I. Fundamental principles.
(with V.A. Vladimirov)
J. Fluid Mech. 283, 125-139. PDF, PI ,

The Earth’s dynamo.
In Cosmical Magnetism (Ed. D. Lynden–Bell), Kluwer Acad. Publ., 1-10. PDF, PI, Title page.

The magnetostrophic rise of a buoyant parcel in the Earth’s core.
(with D. Loper)
Geophys. J. Int. 117, 394-402. PDF, PI .

Stretched vortices – the sinews of turbulence; high Reynolds number asymptotics.
(with S. Kida & K. Ohkitani)
J. Fluid Mech. 259, 241–264. PDF, PI, Corrigendum, Fig 6, Fig 7, Fig 9.

The cosmic dynamo process – from alpha to omega.
Physics World 6, no. 5, 38–42. PDF, PI, Fig 1, Fig 2, Fig 3, Fig 4, Fig 5.

Electromagnetic Billiards.
(with R. Bolcato, J. Etay & Y. Fautrelle)
Phys. Fluids A 5 (7), 1852–1853. PDF, PI

A thermally driven disc dynamo.
(with A.Y.K. Chui)
In Solar and Planetary Dynamos, Ed. M.R.E. Proctor, P.C. Matthews & A.M. Rucklidge, CUP, 51-58. PDF, PI

Fluid mechanics, topology, cusp singularities and related matters.
Proc. Ier Seminaire International, Science et Prospective, Federation de Mécanique de Grenoble, May 1992. 18 pp. PDF, PI

Spiral structures in turbulent flow.
In Wavelets, Fractals, and Fourier Transforms  Ed. M. Farge, J.C.R. Hunt & J.C. Vassilicos, IMA Series no. 43, Clarendon Press, 317–324. PDF, PI

Small–scale hydromagnetic flow in the Earth’s core: Rise of a vertical buoyant plume.
(with D. Loper)
Geophys. Astroph. Fluid Dyn. 68, 177–202. PDF, PI

Helicity and the Cǎlugǎreanu Invariant.
(with R.L. Ricca)
Proc. R. Soc. Lond. A 439, 411–429.
Also published in: Knots and Applications, Ed. L.H. Kauffman, World Scientific, 1995). PDF, PI

The Earth’s Magnetism – Past Achievements and Future Challenges – Union Lecture to XXth General Assembly, IUGG, Vienna 1991 – IUGG Chronicle No. 22, pp 1–16. PDF, PI

The helicity of a knotted vortex filament.
(with R.L. Ricca)
In Ref. 83 (above) pp. 225–236. PDF, PI

Minimum energy magnetic fields with toroidal topology.
(with A.Y.K. Chui)
In Ref. 83 (above) pp. 195–218. PDF, PI

Chaos associated with fluid inertia.
(with K. Bajer)
In Ref. 83 (above) pp. 517–534. PDF, PI

Relaxation under topological constraints.
In Ref. 83 (above), pp. 3–28. PDF, PI

Topological Aspects of the Dynamics of Fluids and Plasmas.
(Edited, with G.M. Zaslavsky, M. Tabor and P. Comte)
Kluwer Acad. Publishers 609 pp. Front matter, Preface, Contents, Cover,

Free surface cusps associated with flow at low Reynolds number.
(with J.-T. Jeong)
J. Fluid Mech. 241, 1–22. PDF, PI, Fig 8, Fig 13.

Helicity in laminar and turbulent flow.
(with A. Tsinober)
Ann. Rev. Fluid Mech. 24, 281–312. PDF, PI

Interpretation of invariants of the Betchov-Da Rios equations and of the Euler equations.
(with R. Ricca)
In The Global Geometry of Turbulence Ed. J. Jimenez NATO-ASI Series B: physics Plenum Press 268, 257–264. PDF, PI

Electromagnetic stirring.
Phys. of Fluids A 3(5) 1336–1343. PDF, PI

Structure and stability of solutions of the Euler equations: a Lagrangian approach.
Phil. Trans. R. Soc. Lond. 333, 321–342. PDF, PI

The energy spectrum of knots and links.
Nature 347, 367–369 [see also News and Views, p.332]. PDF, PI

Current-sheet formation in relaxing plasmas – inhibiting action of α-effect.
(with K. Bajer)
Culham Report. PDF, PI

On the behaviour of a suspension of conducting particles subjected to a time-periodic magnetic field.
J. Fluid. Mech. 218, 509–529. PDF, PI

Journal of Fluid Mechanics, Vol. 212 (Edited). G.K. Batchelor Anniversary Issue (691 plus x pp.). Title page, Photograph, Preface

KAM-theory: contribution to the obituary of Andrei Nikolaevich Kolmogorov (1903-1987).
Bull. London Math. Soc. 22, 71–73. PDF, PI

Report on workshop on “Small-diffusivity dynamos and dynamical systems”.
(with S. Childress, P. Collet, U. Frisch, A.D. Gilbert & G.M. Zaslavsky)
Geoph. & Astrophys. Fluid Dyn. 52, 263–270. PDF, PI

Steady confined Stokes flows with chaotic streamlines.
(with K. Bajer & F.H. Nex)
In Topological Fluid Mechanics Ed. H.K. Moffatt & A. Tsinober pp 459–466. PDF, PI

The topological (as opposed to the analytical) approach to fluid and plasma flow problems.
In Topological Fluid Mechanics Ed. H.K. Moffatt & A. Tsinober (Camb. Univ. Press) pp 1–10. PDF, PI

Topological Fluid Mechanics.
Edited (with A. Tsinober)
Proc. IUTAM Symp.  (Camb. Univ. Press) 805 + xiii pp. Front matter, Contents and Preface, Cover

On a class of steady confined Stokes flows with chaotic streamlines.
(with K. Bajer)
J. Fluid Mech. 212, 337–364. PDF, PI

Fixed points of turbulent dynamical systems and suppression of nonlinearity.
In “Whither Turbulence? Turbulence at the Crossroads” Ed. J.L. Lumley, Lecture Notes in Physics 357 (Springer-Verlag) pp 250–257. PDF, PI

Stretch, twist and fold.
News and Views, Nature, 341, 285–286. PDF, PI

On the existence, structure and stability of MHD equilibrium states.
In Turbulence and Nonlinear Dynamics in MHD Flows Ed. M. Meneguzzi, A. Pouquet & P.L. Sulem (Elsevier) pp 185–195. PDF, PI

Liquid Metal MHD and the Geodynamo.
In Liquid Metal Magnetohydrodynamics Ed. J. Lielpeteris & R. Moreau (Kluwer Acad. Publ.) 403–412. PDF, PI, Volume cover

Deflection of a stream of liquid metal by means of an alternating magnetic field.
(with J. Etay & A.J. Mestel)
In Liquid Metal Magnetohydrodynamics Ed. J. Lielpeteris & R. Moreau (Kluwer Acad. Publ.) pp 266–271. PDF, PI, fig3

Deflection of a stream of liquid metal by means of an alternating magnetic field.
(with J. Etay & A.J. Mestel)
J. Fluid Mech. 194, 309–331. PDF, PI, fig7, fig9

Magnetohydrodynamic flow and turbulence: a report on the Fifth Beersheva Seminar.
(with E.S. Pierson, P.S. Sulem & A. Yahkot)
J. Fluid Mech. 188, 87–106. PDF, PI

A topological approach to problems of vortex dynamics and turbulence.
Prog. Astronautics and Aeronautics 112, 141-152. PDF, PI

Generalised vortex rings with and without swirl.
Fluid Dynamics Research 3, 22–30. PDF, PI

On the existence of Euler flows that are topologically accessible from a given flow.
Revista Brasileira de Ciencias Mecanicas IX, no.2, 93–101. PDF, PI

Geophysical and astrophysical turbulence.
In Advances in Turbulence, Ed. G. Comte-Bellot & J. Mathieu, (Springer-Verlag) pp 228–244. PDF

On the existence of localized rotational disturbances which propagate without change of structure in an inviscid fluid.
J. Fluid Mech. 173, 289–302. PDF, PI

Magnetostatic equilibria and analogous Euler flows of arbitrarily complex topology. Part 2, Stability considerations.
J. Fluid Mech. 166, 359–378. PDF, PI

John Arthur Shercliff 1927–1983.
Biog. Mem. Fellows of the Roy. Soc. 31, 523–541. PDF, PI, Cover and photograph

Magnetostatic equilibria and analogous Euler flows of arbitrarily complex topology Part 1, Fundamentals.
J. Fluid Mech. 159, 359–378. PDF, PI

Aspects of dynamo theory.
In Solar System Magnetic Fields, Ed. E. Priest, (D. Reidel Publishing Co.) pp 172–189. PDF, PI, Volume cover, front matter and conference photo

Large and small scale motions in kinematic dynamos.
(with W.P. Wood)
Geophys. Astrophys. Fluid Dyn. 32, 135–161. PDF, PI

Topological constraints associated with fast dynamo action.
(with M.R.E. Proctor)
J. Fluid Mech. 154, 493–507. PDF, PI

Simple topological aspects of turbulent vorticity dynamics.
In Turbulence and Chaotic Phenomena in Fluids, Ed. T. Tatsumi (Elsevier) pp 223-230. PDF, PI

Metallurgical Applications of Magnetohydrodynamics.
Edited (with M.R.E. Proctor) 346 pp. (Metals Society). PDF, PI

High frequency excitation of liquid metal systems.
In Metallurgical Applications of Magnetohydrodynamics Ed. H.K. Moffatt & M.R.E. Proctor (Metals Society) pp 180–189. PDF, PI

Transport effects associated with turbulence, with particular attention to the influence of helicity.
Rep. Prog. Phys. 46, 621–664. PDF, PI

The time-scale associated with flux expulsion.
(with H. Kamkar)
In Stellar and Planetary Magnetism, Ed. A.M. Soward, (Gordon and Breach) pp 91–98. PDF, PI

Induction in turbulent conductors.
In Stellar and Planetary Magnetism, Ed. A.M. Soward, (Gordon and Breach), London, pp 3–16. PDF, PI

The role of the helicity spectrum function in turbulent dynamo theory.
(with M.R.E. Proctor)
Geophys. Astr. Fluid Dyn. 21, 265–283. PDF, PI

The effect of wall conductance on heat diffusion in duct flow.
(with E.M. Lungu)
J. Engg. Math. 16, 121–136. PDF, PI

A dynamic runaway effect associated with flux expulsion in magnetohydrodynamic channel flow.
(with H. Kamkar)
J. Fluid Mech. 121, 107–122. PDF, PI

Flow of non-uniform viscosity in converging and diverging channels.
(with A. Hooper & B.R. Duffy)
J. Fluid Mech. 117, 283–304. PDF, PI

Fluid-dynamical aspects of the levitation melting process.
(with A. Sneyd)
J. Fluid Mech. 117, 45–70. PDF, PI

Effects of inertia in forced corner flows.
(with C. Hancock & E. Lewis)
J. Fluid Mech. 112, 315–327. PDF, PI

Some developments in the theory of turbulence.
J. Fluid Mech. 106, 27–47.

The asymptotic behaviour of solutions of the Navier-Stokes equations near sharp corners.
In Approximate Methods for Navier-Stokes Problems, Lecture Notes in Mathematics 771, Ed. R. Rautmann (Springer-Verlag) pp 371–380. PDF, PI

Local similarity solutions and their limitations.
(with B.R. Duffy)
J. Fluid Mech. 96, 299–313. PDF, PI

Rotation of a liquid metal under the action of a rotating magnetic field.
In MHD flows and turbulence, II. Ed. H. Branover & A. Yakhot, (Israel University Press) pp 45–62. PDF, PI

A self-consistent treatment of simple dynamo systems.
Geophys. Astr. Fluid Dyn. 14, 147–166. PDF, PI

The oxymoronic role of molecular diffusivity in the dynamo process.
Woods Hole Oceanographic Institution Technical Rep. WHOI-78-67, pp 145–149. PDF, PI

Some problems in the magnetohydrodynamics of liquid metals.
Z. Ang. Math. Mech. 58, 65–71. PDF, PI

The response of Hill’s spherical vortex to a small axisymmetric disturbance.
(with D.W. Moore)
J. Fluid Mech. 87, 749–760. PDF, PI

Topographic coupling at the core-mantle interface.
Geophys. Astroph. Fluid Dynamics, 9, 279–288. PDF, PI

Magnetic field generation in electrically conducting fluids.
Monograph in CUP series on Mechanics and Applied Mathematics (343 plus x pp) (Russian translation 1980, paperback 1983). Cover, Frontmatter, Chapter 1, Chapter 2, Chapter 3, Chapter 4, Chapter 5, Chapter 6, Chapter 7, Chapter 8, Chapter 9, Chapter 10, Chapter 11, Chapter 12, References, Index.

Six lectures on general fluid dynamics and two on hydromagnetic dynamo theory.
In Fluid Dynamics, Ed. R. Balian & J.-L. Peube (Gordon and Breach) pp 149–233. PDF, PI

Behaviour of a viscous film on the outer surface of a rotating cylinder.
J. de Mécanique 16, 651–673. PDF, PI

Generation of magnetic fields by fluid motion.
Adv. Appl. Mech. 16, 119–181. PDF, PI

Dynamo generation of magnetic fields in fluid conductors.
Fluid Dynamics Transactions 8, 99–118. PDF, PI

The correlation between gravitational and geomagnetic fields caused by interaction of the core fluid motion with a bumpy core-mantle interface.
(with R.F. Dillon).
Phys. Earth and Plan. Int. 13, 67–78. PDF, PI

Appendix to paper “Topological pumping of magnetic flux by three-dimensional convection” by E. M. Drobyshevski & V.S. Yuferev.
J. Fluid Mech. 65, 41–43. PDF, PI

The mean electromotive force generated by turbulence in the limit of perfect conductivity.
J. Fluid Mech. 65, 1–10. PDF, PI

Report on the NATO Advanced Study Institute on magnetohydrodynamic phenomena in rotating fluids (as Editor).
J. Fluid Mech. 57, 625–649. PDF, PI

An approach to a dynamic theory of dynamo action in a rotating conducting fluid.
J. Fluid Mech. 53, 385–399. PDF, PI

Dynamo instability and feedback in a stochastically driven system.
In Statistical models and turbulence, Lecture Notes in Physics 12, Ed. J. Ehlers et al. (Springer-Verlag) pp 226–279. PDF, PI

Dynamo action associated with random inertial waves in a rotating conducting fluid.
J. Fluid Mech. 44, 705–719. PDF, PI

Turbulent dynamo action at low magnetic Reynolds number.
J. Fluid Mech. 41, 435–452. PDF, PI

Report on the AFOSR-IFP-Stanford Conference on computation of turbulent boundary layers.
(with S.J. Kline & M.V. Morkovin).
J. Fluid Mech. 36, 481–484. PDF, PI

The degree of knottedness of tangled vortex lines.
J. Fluid Mech. 35, 117–129. PDF, PI

Large scale motions in a turbulent boundary layer; waves versus eddies.
In Computation of Turbulent Boundary Layers; AFOSR-IFP-Stanford. Ed. S.J. Kline et al. pp. 495–510. PDF, PI

The annihilation of a two-dimensional jet by a transverse magnetic field.
(with J. Toomre)
J. Fluid Mech. 30, 65–82. PDF, PI

On the suppression of turbulence by a uniform magnetic field.
J. Fluid Mech. 28, 571–592. PDF, PI

Interaction of turbulence with strong wind shear.
In Atmosphere Turbulence and Radio Wave Propagation, Ed. A.M. Yaglom & V.I. Tatarski, (Nauka, Moscow), pp 139–156. PDF, PI

On fluid flow induced by a rotating magnetic field.
J. Fluid Mech. 22, 521–528 (Corrigendum 58, 823). PDF, PI

Electrically driven steady flows in magnetohydrodynamics.
In Proc. XI Int. Cong. Appl. Mech., Ed. H. Görtler (Springer-Verlag). pp. 946-953. PDF, PI

Viscous and resistive eddies near a sharp corner.
J. Fluid Mech. 18, 1–18. PDF, PI

Viscous eddies near a sharp corner.
Arch. Mech. Stosowanej 2, 365–372. PDF, PI

Comment on “Growth of a weak magnetic field in a turbulent conducting fluid with large magnetic Prandtl number”
(with P.G. Saffman).
Physics of Fluids 7, 155. PDF, PI

Magnetic eddies in an incompressible viscous fluid of high electrical conductivity.
J. Fluid Mech. 17, 225–239. PDF, PI

Intensification of the Earth’s magnetic field by turbulence in the ionosphere.
J. Geophys. Res. 67, 3071–3073. PDF, PI

Turbulence in conducting fluids.
In Mécanique de la turbulence. Editions du Centre Nat. de la Rech. Scientifique, no. 108, pp 395–404. PDF, PI

The amplification of a weak applied magnetic field by turbulence in fluids of moderate conductivity.
J. Fluid Mech. 11, 625–635. PDF, PI