Course Details

Finite Difference and Finite Control Volume Methods. Computational Methods in Turbulent Flows

Finite Difference and Finite Control Volume Methods. Computational Methods in Turbulent Flows

Spring Semester

Theoretical training

Mathematical description of transport phenomena: fundamental conservation principles, idealizations. Numerical solution of the Navier-Stokes equations. Approximation of terms of partial differential equations. Methods for forming the equations of finite differences and finite volumes. Properties of numerical discretisation schemes. The Finite Control Volumes Method. Methods of numerical solution of systems of algebraic equations. Recent developments.

Practical training

Introduction to computational fluid dynamics software. Process for simulating transport phenomena (differential equations, boundary conditions, discretisation grid, numerical solvers). Solve realistic laminar and turbulent flow problems.

information

Mandatory Course
ECTS: 6

Teaching Stuff

N. MarkatosProfessor Emeritus

Laboratory-Exercises

Th. XenidouLaboratory Teaching Staff