Inlämning av Examensarbete / Submission of Thesis

Johan Ermstål , pp. 52. ING/School of Engineering, 2012.

The work

Författare / Author: Johan Ermstål
Titel / Title: Self-adjointness and conservation law of nonlinear dispersive wave equations modelling elasto-plastic flows
Abstrakt Abstract:

Two nonlinear dispersive wave equations arising in elasto-plastic flow have been investigated for self-adjointness. For these equations their symmetries are calculated and conservation laws are constructed using two different methods: an old method based on Noether´s Theorem and a new one developed by Prof. Nail Ibragimov. The new method works for a larger number of equations than the old one. It is complementing the old one in the way that it gives some conservation laws that otherwise would have been impossible to obtain.

Ämnesord / Subject: Mathematics\General
Mathematics\Analysis
Nyckelord / Keywords: Conservation laws, Differential Algebra, Self-adjoint, Wave equation, Symmetry

Publication info

Dokument id / Document id: houn-8tetvj
Program:/ Programme Fristående kurs
Registreringsdatum / Date of registration: 04/17/2012
Uppsatstyp / Type of thesis: Magisterarbete/Master's Thesis (60 credits)

Context

Handledare / Supervisor: Prof. Nail H. Ibragimov
Examinator / Examiner: Raisa Khamitova
Organisation / Organisation: Blekinge Institute of Technology
Institution / School: ING/School of Engineering

+46 455 38 50 00

Files & Access

Bifogad uppsats fil(er) / Files attached: bth2012ermstal.pdf (600 kB, öppnas i nytt fönster)