Coastal Waves: rough schedule lerarenconferentie June 7 and 8th 2006


Wednesday

11:00-11:10 Welcome research groups by Onno Bokhove.
11:10-11:50 Brenny van Groesen: Extreme wave modelling &
Introduction to theoretical exercises
break
12:00-12:30 Introduction on shallow water numerical modelling by Pablo Tassi
& introduction of numerical exercise 1 by Onno or Pablo.
12:30-14:00 Lunch
14:00-15:10 Theoretical exercise: modelling tsunami's boxes 1-3/4.
Gerard Jeurnink.
15:40-17:00 Numerical exercise 1: linear and nonlinear waves in a periodic channel.
Vijaya Ambati & Onno Bokhove.

Thursday

10:30-11:15: Theoretical exercise: modelling tsunami's box 5.
Gerard.
break
11:30-12:15 Numerical exercise 2: wave steepening over bottom slopes.
Vijaya & Onno.
Final movie on tank experiments by Pablo (Courtesy Ben Akers, U.S.A.).
12:15-12:30 Comments, evaluation, and closure.
All.

All movies and presentation by Pablo Tassi can be found here under taks.
(Use the linux command "tar xvzf" to untar the files with extensions ".tgz")



M.Sc. Project: Longshore Currents and Eddies near Beaches

Longshore currents and eddies are the primary carriers of sediment and
pollution at our beaches. Longshore currents arise when obliquely incident
waves offshore break near the beach and then deposit their momentum.
Eddies or vortices arise due to wave breaking over intricate beach topography
(see Figure 1), e.g. causing the infamous rip currents through sand bars, and
due to instabilities of the longshore currents. While the classical explanation
of these phenomena is rooted in averaging over the short waves, an exciting
complimentary explanation is rooted in a vortex anomaly generation mechanism of
each breaking wave (Peregrine and Bokhove 1998, Bokhove and Peregrine 1999).

The principal aim of this M.Sc. research project is:
(i) to analyse these potential instabilities of longshore currents in a shallow-water
model, and
(ii) to find shallow-water vortex solutions near beaches and to perturb these vortices
with incoming surface waves or bores. An example of a vortex solution ---valid to
leading order in a Froude number expansion--- is given in figure 2.

The research project will be characterized by an enhancing combination of analytical
(e.g. perturbation theory) and numerical methods for finding solutions in linear and
nonlinear coastal surf-zone hydrodynamics.

Figure 1. Vortices at the confluence of Berkel and Slinge rivers (courtesy of Valerie Zwart).




Figure 2. Contours of the transport streamfunction for Hill's
``spherical vortex solution'' (Peregrine 1998). The beach is to the right.
The water is one meter deep at the seaward side on the left.


Literature

Bokhove, O. and Peregrine, D.H., 1999: The generation of longshore currents
and eddies by breaking waves in the surf zone. In: Twelfth A.M.S.
Conference Proceedings on Atmospheric and Oceanic Fluid Dynamics. 100-103.
Peregrine, D.H., 1998: Surf zone currents. Theor. Comput. Fluid Dyn. 10, 295-309.
Peregrine, D.H. and Bokhove, O., 1998: Vorticity and surf zone currents.
In: 26th International Conference on Coastal Engineering, ASCE, Copenhagen. 14 pp.