| Code: | EA0022 | Acronym: | MF I |
| Keywords | |
|---|---|
| Classification | Keyword |
| OFICIAL | Physical Sciences (Physics) |
| Active? | Yes |
| Responsible unit: | Fluids and Energy Section |
| Course/CS Responsible: | Master in Environmental Engineering |
| Acronym | No. of Students | Study Plan | Curricular Years | Credits UCN | Credits ECTS | Contact hours | Total Time |
|---|---|---|---|---|---|---|---|
| MIEA | 123 | Syllabus since 2006/07 | 2 | - | 6 | 56 | 162 |
Analyse, understand and characterize, based on fundamental laws of mechanics and using specific methodologies, the behaviour of fluids at rest and in motion, in view of solving problems of fluid mechanics in engineering.
It is expected that, at the end of the semester, students will be able to/know:
1. Characterize fluids in terms of their properties and to solve simple problems involving Newton's viscosity law;
2. Apply the principles of the static of fluids to manometry and to the characterization of pressure forces on flat immersed surfaces;
3. Apply the equations of conservation of mass, energy and linear momentum to ideal fluid flows;
4. Use dimensional analysis and similarity principles in fluid mechanics problems;
5. Apply the equations of conservation of mass and energy to flows in ducts, calculate pressure losses, energy requirements and available flow, and dimensioning simple ducts;
6. Characteristic curves of pumps and fans in order to correctly select these equipments;
7. Characterize the forces resulting from the interaction of flows with immersed bodies.
1. Introduction. Concept of fluid and fluid properties. Newton's viscosity law.
2. Statics of fluids. Fundamental equation of hydrostatics. Manometry. Forces on flat immersed surfaces. Buoyancy.
3. Kinematics of flows. Velocity field. Lagrangean and Eulerian perspectives. Flow rate and average speed.
4. Integral formulation. Reynolds’ transport theorem. Mass, linear momentum and energy conservation.
5. Simplifications to energy equation. Bernoulli’s equation. Dynamic pressure and stagnation pressure. Velocity and flow rate measurements.
6. Dimensional analysis and similarity. The Buckingham’s "Pi" theorem. Non dimensional groups. Theory of similarity.
7. Viscous flow in ducts. Inlet zone. Laminar and turbulent regimes, velocity profiles. Head loss in a pipe. Darcy’s coefficient, Colebrooke-White equation and Moody’s diagram. Haaland equation. Minor losses. Pumps and fans, characteristic curves and operating point. Cavitation and suction capability. Association of pumps and fans.
8. External flows. Drag (viscous and pressure components). Flow over a flat plate (boundary layer). Lift force.
Lectures: Presentation of theoretical concepts and discussion.
Theoretical-practical sessions: Examples, exercises and discussion of student’s questions.
| Designation | Weight (%) |
|---|---|
| Exame | 75,00 |
| Teste | 25,00 |
| Total: | 100,00 |
| Designation | Time (hours) |
|---|---|
| Frequência das aulas | 52,00 |
| Total: | 52,00 |
Presence in, at least, 70% of the lectures and 70% of theoretical-practical sessions.
Two theoretical tests in Moodle platform, one in the middle and one at the end of the semester. Tests without consultation, 25 minutes in duration.
Written/practical examination in the examinations period. Limited consultation, 120 minutes in duration.
The final grade will be obtained weighting by 25% the average grade in the theoretical tests and by 75% the result of the practical examination.
The improvement/final examination includes, as a whole, both theoretical and practical components. The same weights will be used in the calculation of the final grade: 25% for the theoretical test (one test focusing all issues), 75% for the practical component.
Not planned.
Not applicable.
FEUP rules to be considered.
Final/improvement examination, with similar rules.