FYSS6352 Fluid Mechanics 1, part B (4 cr)
Description
Basics of tensor analysis
Deformation rate of fluid element
Material derivative, convective derivative
conservation laws: mass, momentum, angular momentum, energy;
material laws, viscosity;
Euler equation, Stokes equation, Navier-Stokes equation;
solving flow equations: boundary and initial conditions;
stream function and velocity potential;
fictionless plane flows, elementary solutions and their superposition;
basics of airfoil theory
basics of turbulence
Learning outcomes
At the end of this course, students will be able to
Calculate the material derivative of a given quantity and the deformation rate of fluid element when the flow field is known.
Solve an unknown field in simple and well defined flow conditions.
Assess what conditions must be satisfied in order for a solution to the flow equations to exist.
Derive the mass, momentum and energy conservation laws for continuous matter
Formulate the stream function and the velocity potential for a given flow field and knows when they exist and derive new solution for frictionless plane flows from the elementary solutions.
Apply the theory of frictionless plane flows to simple problems.
Description of prerequisites
FYSS6351 Fluid Mechanics 1, part A
Study materials
Course material distributed during the course.
Literature
- Frank M. White, Fluid Mechanics, ISBN: 978-007-131121-2
Completion methods
Method 1
Teaching (4 cr)
Lectures, assignments, examination, laboratory work.