Graduate School in Nonlinear Science

Sponsored by the Danish Research Academy





MIDIT                               OFD                           CATS
Modelling, Nonlinear Dynamics       Optics and Fluid Dynamics     Chaos and Turbulence Studies
and Irreversible Thermodynamics     Risø National Laboratory      Niels Bohr Institute and 
Technical University of Denmark     Building 128                  Department of Chemistry
Building 321                        P.O. Box 49                   University of Copenhagen 
DK-2800 Lyngby                      DK-4000 Roskilde              DK-2100 Copenhagen Ø
Denmark                             Denmark                       Denmark


DTU Ph.D. Course

"Nonlinear Waves, Coherent Structures and Stochastic Dynamics"

takes place

Burst 1:

Wednesday September 22, 9-12 and 13-16,
DTU, IMM Building 305 Room 027

Thursday September 23, 9-12 and 13-16,
Morning: DTU, IMM Building 305 Room 053
Afternoon: DTU, IMM Building 305 Room 027

Friday September 23, 9-12 and 13-16
DTU, IMM Building 305 Room 027

Burst 2:

Wednesday November 10, 9-12 and 13-16,
Place: DTU, IMM Building 305 Room 027

Thursday November 11, kl 9-12 and 13-16,
Morning: DTU, IMM Building 305 Room 053
Afternoon: DTU, IMM Building 305 Room 027

Friday November 12, 9-12 and 13-16,
Place: DTU, IMM Building 305 Room 027

Evaluation:

Friday December 10, 9-12,
Place: DTU, IMM Building 305 Room 027

Organiser:

Teachers:
Lectures
Date
Time
Teacher
Topic
22/99-9.45mpsStochastic differential equations
22/910-10.45mpsLangevin equations
22/911-11.45mpsLangevin equations
22/913-13.45ygNonlinear Schrödinger equation models
22/914-14.45ygNonlinear Schrödinger equation models
22/915-15.45ygNonlinear Schrödinger equation models
23/99-9.45ygCollective coordinates
23/910-10.45ygCollective coordinates
23/911-11.45ygCollective coordinates
23/913-13.45mpsFokker-Planck equation
23/914-14.45mpsFokker-Planck equation
23/915-15.45mpsNumerical solution
24/99-9.45ygDiscrete Nonlinear Schrödinger equation models
24/910-10.45ygDiscrete Nonlinear Schrödinger equation models
24/911-11.45ygDiscrete Nonlinear Schrödinger equation models
24/913-13.45mpsNumerical solution
24/914-14.45mpsApplication to nonlinear optical pulses
24/915-15.45mpsApplication to nonlinear optical pulses
10/119-9.45mpsNonlinear Schrödinger equation for optical fibres
10/1110-10.45mpsNonlinear Schrödinger equation for optical fibres
10/1111-11.45nfpSolitons in Josephson diodes
10/1113-13.45nfpSolitons in Josephson diodes
10/1114-14.45obNonlinear optics, (2) materials
10/1115-15.45obNonlinear optics, (2) materials
11/119-9.45jjrCollaps and coherent structures in nonlinear optical media
11/1110-10.45jjrCollaps and coherent structures in nonlinear optical media
11/1111-11.45mpsNonlinear Schrödinger equation for optical fibres and numerics
11/1113-13.45oaNonlinear waves in reaction-diffusion systems: an introduction. Simple examples and equations
11/1114-14.45omReaction-diffusion equations: Traveling wave solutions
11/1115-15.45oaReaction-diffusion equations: Biological applications
12/119-9.45jjrCollaps and coherent structures in nonlinear optical media
12/1110-10.45jjrCollaps and coherent structures in nonlinear optical media
12/1111-11.45jsTransport and chaotic advection in a Hamiltonian map
12/1113-13.45jsTransport and chaotic advection in a non-area preserving map
12/1114-14.45obNonlinear optics, (2) materials
12/1115-15.45obNonlinear optics, (2) materials
10/129-12mpsEvaluation

A report (2-4 pages) on a topic within Nonlinear Science chosen by the Ph. D. student must be prepared and presented orally for all participants on Friday December 12, 9-12 at IMM, DTU Building 305 Room 027.

The report may be either an investigation of a nonlinear system using the methods described in the course, or an investigation of the literature on a topic chosen by the Ph. D. student.