Course
| code | ME461 |
| credit_hours | 3 |
| title | Fluid Mechanics |
| arbic title | |
| prequisites | ME362 |
| credit hours | 3 |
| description | Differential analysis of fluid flow ? Kinematics of fluid flow ? Linera motion, angular motion and deformation ? Conservation of mass and stream function ? Velocity potential and irrotational flows ? General equations of motion ( Navier-Stokes equations) ? Euler?s equations of motion ? Basic two-dimensional potential flows ? Superposition of plane potential flows ? Introduction to compressible fluid flow - Mach Number and speed of sound ? Isentropic and Non-isentropic flow of an ideal gas ? Normal shock waves. |
| arabic description | |
| objectives | To enable the student to have a systematic and easily understood account of the basic principles of fluid Mechanics.
To give a lucid and concise exposition of flow patterns, fluid forces and resistance to motion and applications of fluid flow theories to engineering problems.
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| arabic objectives | |
| ref. books | |
| arabic ref. books | |
| textbook | * F. M. White, ?Fluid Mechanics?, 3rd edition, McGraw-Hill, 1994.
* Musson, Young & Okishi, ?Fundamentals of Fluid Mechanics?, 3rd edition, John Wiley, 1994.
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| arabic textbook | |
| objective set | bullets |
| content set | bullets |
Course Content
| content serial |
describtion |
| 1 |
Week Number 1: Introduction to Differential Analysis of Fluid Flow
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| 2 |
Week Number 2: Kinematics of fluids flow
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| 3 |
Week Number 3: Kinematics of fluids flow (Cont.)
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| 4 |
Week Number 4: Linear Motion, Angular Motion and Deformation
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| 5 |
Week Number 5: Conservation of Mass and Stream Function
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| 6 |
Week Number 6: Velocity Potential and Irrotational Flow Fluids
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| 7 |
Week Number 7: Velocity Potential and Irrotational Flow Fluids - Quiz
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| 8 |
Week Number 8: Basic Two-Dimensional Plane Potential Flow Fields
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| 9 |
Week Number 9: Dynamics of Fluid Flow
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| 10 |
Week Number 10: General Equation of Motion (Navier Stockes Equations)
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| 11 |
Week Number 11: Euler?s Equation of Motion
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| 12 |
Week Number 12: The Complex Potential for Irrotational Flows ? Quiz
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| 13 |
Week Number 13: Fluid Forces and Blasius Theorem
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| 14 |
Week Number 14: Introduction to Compressible Fluid Flow
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| 15 |
Week Number 15 Momentum and Airfoil Bladings
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| 16 |
Week Number 16: Final Examination
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