FYSS6351 Fluid Mechanics 1, part A (5 cr)
Description
Basics of vector and tensor analysis
Classification of flow conditions: time dependence, compressibility, friction, turbulence
Classification of fluids based on viscosity properties
Key consepts of fluid mechanics: pressure, velocity, shear stress, viscosity
Reynolds transport theorem
Conservation of mass, momentum, angular momentum and energy
Bernoulli’s equation
Learning outcomes
At the end of this course, students will be able to
use vector and tensor algebra in solving problems in fluid mechanics.
classify a flow situation and choose the relevant equations in order to solve a related problem.
distinguish a Newtonian and a non-Newtonian fluid when given the viscosity behavior of the fluid.
calculate the pressure distribution of a static fluid and the resulting forces on immersed planar surfaces.
find equations for streamlines and pathlines in a simple flow field.
utilize the Reynolds transport theorem and conservation laws in a macroscopic level in solving problems in fluid mechanics.
Description of prerequisites
Basic studies in physics, vector calculus.
Study materials
Course material (both English and Finnish) is distributed during the course.
Literature
- Frank M. White, Fluid Mechanics, ISBN: 978-007-131121-2