Numerical solution of a nonlinear plate equation

Témavezető:	Karátson János
	ELTE TTK, Alkalmazott Analízis és Számításmatematikai Tanszék
email:	karatson66@gmail.com

Projekt leírás

The project consists of three parts:

1. Understand the weak form of the nonlinear plate equation (a 4th order PDE) and prove that it has a unique weak solution.
2. Theory for the numerical solution: construction and proof of convergence. It consists of finite element discretization, Newton linearization and conjugate gradient method.
3. Write a Matlab code for a model problem on a square.

Korábbi hallgatók

• Chaima Djouhina Belfedal: Numerical solution of a nonlinear plate equation (2020/21 II. félév Directed Studies 1)