Semesters: 2021-2022-I, 2022-2023-I, 2026-2027-I
Tutorial Sheets
| # |
Sheet Name |
Additional Problems / Sources |
| 1 |
Vector calculus, index notation, tensor algebra and calculus |
Solutions (2,4,5,6,7,8) , Solutions (rest) |
| 2 |
Flow kinematics and visualization |
Solutions
Flow visualization video |
| 3 |
Dynamical laws and viscometry |
Solutions (1,2,3,4,5) |
| 4 |
Hydrostatics and Surface tension |
Solutions |
| 5 |
Differential analysis |
Solutions (1,2,5,7) Solutions (3,4,6,8) |
| 6 |
Integral analysis |
-- |
| 7 |
Dimensional analysis and similitude |
-- |
| 8 |
Stokes' flows and potential flows |
-- |
| 9 |
Boundary layer theory |
-- |
| 10 |
Internal and external flows |
-- |
| 11 |
Turbomachinery and compressible flows |
-- |
Exams/Quizzes
General exam instructions
- Reach on time.
-
You are allowed one A4 size sheet with whatever formulae/derivations you want to write. This applies to all exams and quizzes.
- You are NOT ALLOWED ANY CHEAT SHEETS (Effective after midterm exam)
- Bring your valid student IDs (hard copy).
- No electronic devices (phones, smartwatches etc) are allowed.
- There is no sharing allowed (pens, sheets, calculators, etc).
References
- Frank, M. "White," Fluid Mechanics", McGraw Hill." (2017).
- Pritchard, Philip J. "Fox and McDonald's introduction to fluid mechanics." (2011).
- Currie, Iain G., and I. G. Currie. Fundamental mechanics of fluids. CRC press, 2002.
- Panton, R. L. Incompressible flow. John Wiley & Sons.
- Cohen, Ira M., and Pijush K. Kundu. Fluid mechanics. Elsevier, 2004.
- White, Frank M., and Joseph Majdalani. Viscous fluid flow. Vol. 3. New York: McGraw-Hill, 2006.
- Aris, R.. Vectors, tensors and the basic equations of fluid mechanics. Courier Corporation.
- Fluid Mechanics Films by NCFMF, 1961
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