The course covers the following topics:
Introduction and properties of fluids, fluid pressure, viscosity.
Hydrostatics, Pascal s Principle, differential manometers, hydrostatic forces on tank walls and submerged bodies, forces on flat and curved surfaces.
Fluid kinematics and dynamics, streamlines, velocity, local and translational acceleration, continuity equations in differential reference volumes, boundary conditions, equations of motion along a streamline, Navier-Stockes equations, Bernoulli s equation, parallel flow.
Macroscopic analysis of flow in a finite reference volume, Reynolds transport theorem, continuity equation, law of conservation of momentum, energy equation with application to laminar flow in ducts of circular cross section, energy line and piezometric line.
Examples, Exercises, Applications
- Teacher: Αριστοτέλης Μαντόγλου
ECTS : 4
Language : el
Learning Outcomes : • Application of problem solving using higher mathematics • Development of methods for solving applied engineering problems • Acquisition of basic background for future applied engineering courses • Intuitive selection of parameters based on ""engineering perception"" • Understanding the selection of appropriate methods for each problem.