Instructor: Konstantinos Moutsopoulos
Course Code: Γ3ΥΠ
Semester: 2nd
Weekly teaching hours: 4
ECTS CREDITS: 5
Prerequisites: Mathematics I
Course offered to Erasmus students: No
Course URL: https://eclass.duth.gr/courses/ TMC132/
Learning Outcomes:
- Understanding the principles of dimensional analysis
- Understanding the principles of kinematics (Euler and Lagrange description of flows0
- Understanding of the structure, the physical significance and the applications of the Navier-Stokes equations
- Understanding of the methods of solving the Navier-Stokes equations
- Understanding the applications of Fluid Mechanics to solving Engineering problems
General Skills:
- Capability of working with spatial data
- Getting the ability of using the open GIS program Quantum (QGIS)
- Capability of spatial analysis of environmental data and thematic mapping
- Capability of performing a multicriteria analysis
Course Content:
- Fundamental concepts of fluid mechanics
- Dimensional Analysis. Theory and Exercises
- Fluid kinematics. Theory
- Fluid kinematics. Exercises
- Fluid dynamics. The Navier Stokes equations
- Analytical solutions of the Navier Stoked equations (Hele-Shaw flow, Poiseuille flow)
- Applications of the Navier-Stokes equatioms
- Boundary layer theory
- The Bernoulli equation and its applications
- Hydraulic experimental models
- Simulations of turbulent flows
- Forces induced by fluid flows on solid bodies
- Hydrostatics
Suggested Bibliography:
- Munson, B.R., Young, D.F., Okiishi, T.H.,. Wiley (1998) «Fundamentals of Fluid Mechanics»,
- Streeter, V.L, E. B. Wylie (2009) «Fluid mechanics». Fountas Editions. In Greek
- Kotsovinos (2008) Fluid Mechanics Spanidis Editions. In Greek
- Prinos P. (2014) Fluid Mechanics. Ziti Editions. In Greek