Chaima Djouhina Belfedal: Gradient-Fourier method for nonlinear 4th order elliptic plate equations

Directed Studies 2

2021/22 I. félév

Témavezető:
Karátson János (ELTE TTK, Alkalmazott Analízis és Számításmatematikai Tanszék)
Cím:
Gradient-Fourier method for nonlinear 4th order elliptic plate equations
Előadás:
---

A Gradient-Fourier algorithm is adapted to a 4th order nonlinear elliptic PDE arising for plate deformations. The iteration is coupled by Fourier solution of the linearized problems. A Matlab code is expected to complete the construction.