The 2nd edition of the
textbook Physical Oceanography: A short course
for beginners by Y. D. Afanasyev

is available from Amazon.

ISBN-10: 1539846768

Oceanography is a vast science, and beginners often feel
overwhelmed by the number and variety of different topics. This book presents
a distilled version of physical oceanography by providing physical insight
into the circulation of the Earth's oceans. A consistent view of the
circulation is presented using only simple mathematics and an intuitive
approach; however, hints to various phenomena are given for those who are
willing to explore beyond this book. The book also contains an elementary
introduction to fluid mechanics. This book is written at a mathematical level
appropriate for undergraduate students in oceanic and climate science.

Our article on Saturn's polar vortices was published in Nature Geoscience (click for full text) and got some media
coverage. See news report by TerezaPultarova at Space.com.

I
am back from sabbatical where I was working with Peter Rhines at the
University of Washington. Here are a few movies and pictures of our recent
results:
"Designer planets" Atmosphere (ocean) in a soap bubble:

The iris of this eye is an experimental image of a large soap bubble
(diameter 30 cm). The soap bubble when placed on a rapidly rotating platform can model a planetary atmosphere or an ocean.
Convective motions within the bubble create color pattern due to interference
of light.

For 10mbwmv movie (with sound) of rotating soap
bubbles click here.

Experimental image of a phenomenon
which occurs often in oceans and atmosphere. This phenomenon is called
baroclinic instability. The image is obained by a new method of color altimetry developed
recently in collaboration with the University of Washington.

For 2mbwmv movie of
a rotating flow over a mountain illustrating Rossby and inertia waves click here.

Wakes
behind towed and self propelled bodies in 2D and 3D
Theoretical, numerical and laboratory investigation of wakes behind moving
forcing of different configurations. Applications include flying insects and
birds, swimming microorganisms and fish, wakes behind submarines and bluff
bodies.

Flight in a
viscous fluid.
Experimental image of a flow modelling the vortical wake behind a
hydrodynamic model of a small insect. This image won
1st prize at the recent Art of Physics competition of Canadian Association of
Physicists.
This picture shows the wake behind a “virtual” insect flying in
fluid. The model of the insect is translated in water horizontally. It has a
permanent magnet in its rear end which provides a magnetic field in the
direction of motion. At the same time the electric current flows between two
electrodes in a perpendicular direction in the horizontal plane. The
resulting Lorentz force on the fluid is perpendicular to both the current and
the magnetic field and acts in the vertical direction. This force, if applied
impulsively during some time intervals, simulates the lift force applied by
the flapping wings of an insect during downstrokes.
This force transfers momentum downwards while the reaction to this force
supports the insect in the air. Momentum transfers in the form of vortex
rings. These “rings” look like a Greek letter W and are connected to each other. The insect is
small and the viscosity of the fluid is important. As a result the vortex
tubes diffuse in the fluid.

Topographic
flows, mixing and transport in fjords

Recent interests have included
numerical modeling of unstable internal gravity waves, using a fully
three-dimensional ``state-of-the-art'' numerical model on various Cray vector
supercomputers. The most interesting and dynamically significant effect of
internal wave propagation in a stratified fluid arises when the wave achieves
such amplitude that it becomes subject to a local convective instability.
This is commonly referred as ``wave breaking'' and it is thought to be
associated with the transfer of momentum from the wave field to the main
flow. The oceanographic examples include flows in coastal inlets subject to
gradually changing tidal currents (e.g. Newman Sound, NF; Knight Inlet, BC).
Such fjords are typical features of the Newfoundland coast and many of them
are used for aquaculture. Thus the study of mixing and forcing of circulation
is also of great importance for biological applications. A significant new
study devoted to understanding this interesting oceanic nearshore process is
currently under way and will be continued. A field study will be considered
at a later stage of the project.

Mixing
and transport by vortices in a rotating stratified fluid

Vortex structures such as monopoles, dipoles
as well as more complex structures are fundamental elements of geophysical
turbulence. Because they can effectively transport momentum, heat, salt and
biochemical products, they play an essential role in ocean dynamics,
determining the instantaneous fields of velocity, temperature and salinity,
i.e. so-called internal oceanic weather. A very efficient tool for the
investigation of vortices clearly consists of laboratory experimentation. The
following specific projects are under way: vortex formation in coastal flows;
stability of barotropic vortices in a rotating stratified fluid; dynamics and
interactions of vortex structures on a ``beta-plane''. The experimental part
of these projects includes setup of PIV (Particle Image Velocimetry) system
for the computerized measurements of flow fields. In the framework of this
research stream I also plan to initiate a project in collaboration with
colleagues from the P.P.Shirshov Institute on
thermal variability of the waters of the Newfoundland shelf using satellite
SST data.

Details of graduate studies in Physics and Physical Oceanography at
Memorial University can be found here

Previous:

Krista Galway
(NSERC summer student 2004,co-supervised with Daniel Bourgault)
Bariclinic instability in the Gaspe Current (Gulf
of St. Lawrence): Laboratory experiments

Marina Blokhina (M.Sc. 2003) Mesoscale Variability in the
Black Sea: Satellite Observations and Laboratory Experiments

Shawn
Chatman (physics honors student 2001) Analysis of velocity field from
satellite images of the ocean

Kylie Gould (physics honors student 2001) Spontaneous emission of
inertia-gravity waves by interacting vortices

<>Two-dimensional
turbulence can be modified significantly when the Coriolis parameter varies
with latitude such as that on the rotating Earth. The vortices that comprise
the turbulent flow are found to distribute themselves in such a way that they
form zonal jets. Such zonal jets have been observed in many geophysical
systems and are a common feature in the atmospheres of Jupiter, Saturn and
the Earth. This picture shows vorticity (color) and velocity (arrows)
fields measured during a laboratory experiment on quasi-two-dimensional
turbulence on a polar beta-plane. A well-defined polar vortex can be clearly
seen in the center of the picture surrounded by an intense cyclonic jet that
is subject to Rossby waves.
Afanasyev, Y. D. and Wells, J., "Quasi-two-dimensional turbulence on the
polar beta-plane: laboratory experiments", Geophys.
Astrophys. Fluid Dynamics, 99 (1), 1-17 (2005).

<> This picture shows
the baroclinic instability of a coastal gravity current visualized by dye.
Our experiments were carried out using a scaled model of the Black
Sea mounted on a rotating table to simulate the effects of the
Earth’s rotation. The tank was filled with saline water while the
source of fresh dyed water was located in the lower right hand corner of the
model. The source allowed us to simulate the supply of fresh water by rivers
in the western part of the Black Sea. The
fresh water is then transported in cyclonic direction around the sea forming
the so-called Rim Current. The current becomes unstable due to the baroclinic
instability and forms meanders and vortices. Arrow in the picture indicates
the pairing of two vortices. <>(Blokhina, M. D. and Y. D. Afanasyev: Baroclinic
instability and transient features of mesoscale surface circulation in the Black
Sea: laboratory experiment, J. Geophys.
Res. Oceans, 2003, 108 (C10), 3322, doi:10.1029/3003JC001979).

Courses

Lecture Courses:

Winter 2015: p2820 - Computational Mechanics The
goal of this course is to integrate computational techniques with some
fundamental classical mechanics. The student will use computational techniques
to solve mechanics problems. The primary programming tools will be
Mathematica and to a lesser extent Matlab.
Prerequisite(s): Physics 1051 and math 2000. Math 2000 may be taken
concurrently. Lectures: Three hours per week.

Fall
2014:Physics 2300 - - Introductory
Oceanography. This course will provide an introduction to the physical
ocean. Ocean characteristics studied will include: the properties of
seawater, key features of ocean circulation, wind forcing in the ocean, tides
and shoreline processes as well as ocean coupling with the atmosphere.
Prerequisite(s): Any two first-year courses in Physics.

Fall
2011:Physics 6363 - - Laboratory
Experiment in Geophysical Fluid Dynamics. The objective of this course is
to give the student the theoretical basis of the laboratory experimentation
in Geophysical Fluid Dynamics through lectures as well as practical skills.
This will include the development and implementation of your own fluid dynamics
experiment to study a problem that interests you, the results of which will
be reported in a paper and video which you will create. Prerequisite(s):
P4205 or AMAT 4180 Lectures: Three hours per week.

Winter
2012: 2055 - General Physics VI: Electricity
and Magnetism.Prerequisite(s): Mathematics 2000, Physics 1051. Math
2000 may be taken concurrently. Lectures: Three hours per week. Laboratory:
Three hours per week.

Fall
2007, 2009:1051 - General Physics II: Oscillations,
Waves, Electromagnetism. is a calculus based introduction to oscillations, wave
motion, physical optics and electromagnetism.
Prerequisites: Physics 1050 or 1020 (with a minimum grade of 65%) and
Mathematics 1001. Mathematics 1001 may be taken concurrently.
Laboratories: Normally six laboratory sessions per semester, with each session
lasting a maximum of three hours.

covers kinematics and dynamics of a particle. Moving
reference systems. Celestial mechanics. Systems of particles.
Prerequisites: Physics 2820 and Applied Mathematics/Pure Mathematics 3260.
Applied Mathematics/Pure Mathematics 3260 may be taken concurrently.
Lectures: Three hours per week.

Winter 2001: 3230 - Classical Mechanics II.
Rigid body motion. Lagrange's equations. Hamilton's equations. Vibrations.
Special theory of relativity. Prerequisite(s): Physics 3220, Physics 3810 (or
AM/PM 3202) and AM/PM 3260. Lectures: Three hours per week.

Winter 2002: 2056 - General Physics VI: Modern
Physics. Special relativity, quanta of light, atomic structure and
spectral lines, quantum structure of atoms and molecules, nuclei and
elementary particles. Prerequisite(s): Mathematics 1001, Physics 1050 (or
1020 and 1021), and Physics 1054. Math 1001 and Physics 1054 may be taken
concurrently. Lectures: Three hours per week. Laboratory: Three hours per
week.

Winter 2002: 3300 - - Introduction to Physical
Oceanography. The course deals with the physics of processes in the
ocean, but provides an integrated view of the whole field of oceanography.
The importance of physical processes to other aspects of oceanography is
treated. Prerequisite(s): Physics 2053 and Mathematics 2000. Lectures: Three
hours per week.

Winter 2003: 4205 - - Introduction to Fluid
Dynamics (same as AM 4180). Basic observations, mass conservation,
vorticity, stress, hydrostatics, rate of strain, momentum conservation (Navier-Stokes equation), simple viscous and inviscid
flows, Reynolds number, boundary layers, Bernoulli's and Kelvin's theorems,
potential flows, water waves, thermodynamics.. Prerequisite(s): Physics 3230
and either Physics 3821 or AM 4160.. Lectures: Three
hours per week.

Fall 2003, 2004: 3821 - - Mathematical Physics
III. Further topics on the partial differential equations of
mathematical physics and boundary value problems.
Prerequisite(s): Physics 3820.
Lectures: Three hours per week.

Fall 2003: 6323 - - Stability Theory. Kelvin-Helmholtz
and Rayleigh-Taylor instabilities, centrifugal instability, stability on f-
and beta- planes. Effects of viscosity: Orr-Sommerfeld
equation. Thermal instability, stability of stratified fluids, baroclinic
instability, transition to turbulence.

Winter 2013, 2012: P4300
(and parallel graduate course P6310) - -Advanced Physical Oceanography.
Fundamental properties of seawater and techniques of oceanographic
measurement. The dynamical equations of oceanography are derived and
solutions explored by comparison with oceanic observations. Properties of
waves in rotating and non- rotating fluids. Linear and non-linear wave theory are developed.
Prerequisites: Physics 3300 and 3820, or Engineering 7033, or the permission
of the instructor.
Lectures: Three hours per week.

Fall 2005: 6321 - -Coastal
Oceanography.
Coastal circulation: observations and theory; coastal trapped waves;
wind-forced response; uniform density models;
effect of density stratification
Prerequisites: permission of the instructor.
Lectures: Three hours per week.

P2053 - Vortex streets
This is a new lab experiment in Physics 2053. This laboratory experiment is
designed to study regular arrays of vortices occurring behind an object in a
stream of fluid. This phenomenon is observed in industrial flows, flows in
the ocean and in the atmosphere. We consider the flow behind a circular
cylinder. In the second part of the experiment the effect of the body on the
fluid is imitated by using an appropriate force field when there is no real
body present in the fluid. The force field (virtual body) is created by a
permanent magnet located above the surface of water in combination with
electric current applied in the horizontal direction.