Course
Code : 0502501
Course
Name
: Fluid Mechanics II
Instructor
: Dr. Refet KARADAĞ
Theoretical/ Practical/Credit
: 3
/ 0/ 3
Learning Activity |
Estimated Time(Hour) |
Evaluation |
Theoretical Course (14 Week) |
3 x 14 = 42 |
Participation to class |
Guided Problem Solving |
None |
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Individual Study |
3 x 14 = 42 |
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Weekly homework problems be solved |
None |
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Term project |
None |
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Midterm Exams |
For Exam
: 3 Individual Study: 12 |
Closed Book |
Final Exam |
For Exam
: 3 Individual Study: 12 |
Closed Book |
Quiz (4 Piece) |
None |
Closed Book |
Research (internet / library) |
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Other (documentary / movie watching) |
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Other (conference, panel, etc..
Attend meetings) |
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Total Course Load (Hours) |
126 |
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Code of Course & Name |
: |
0502501 Fluid Mechanics II |
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Type of Course |
: |
Compulsory |
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Prerequisite/Recommended |
: |
Recommend take Thermodynamic I - II and Fluid Mechanic I course. |
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Semester |
: |
Fall Semester |
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Credit |
: |
3+0+3 |
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Coordinate of Course |
: |
Dr. Rafet Karadağ and Research Asst. Yusuf Işıker |
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Division/Department/Program |
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Mechanical Engineering |
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Instructor |
: |
Prof. Dr. Bülent Yeşilata |
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Room/Number classroom |
: |
MM2 |
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Time of course |
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Wednesday (09-12) |
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Meeting time |
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Wednesday (08-09) |
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Groups |
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one group |
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Objective of the Course |
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Learn solution and model to flow technical |
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Course Contents |
: |
Two and three dimensional flows, to spread of stress in the fluid, differential
analysis of fluid flow, study for two dimension, non-viscosity
continual flow. EULER equation, concept of POTENTIAL FLOWS, IRROTATIONAL
FLOWS. Complex potential. Some Basic, Plane Potential Flows: Uniform flow,
source and sink flow, vortex, doublet flow. Study of two dimension viscosity
to continual flow NAVIER-STOKES equation, vortex concept, COUTTE
flow, POISEUILLE flow. Impression of Reynolds number to over flow. Theory of
Border layer: derivation of PRANDTL equation, |
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Textbook/Recommended Reading |
: |
1. [Akışkanlar
Mekaniği – Frank M. White – Türkçesi
: Kadir Kırkköprü, Erkan Ayder Literatür Yayınevi
– 2004 2. Akışkanlar
Mekaniği – Habip Umur – Uludağ Üniv. Yayınları – 2001 3. Akışkanlar
Mekaniği – Muhittin Soğukoğlu, Birsen Yayın Dağıtım –
1995 4. Akışkanlar
Mekaniği – Haluk Örs – Boğaziçi Üniv., 1994 5. Introduction to Fluid
Mechanics – Robert W. Fox , Alen T. Mc Donald, 4th
Edition – John Wiley-Sons - 2001 6. Akışkanlar
Mekaniği Problemleri, Hasmet Türkoğlu ve Nuri Yücel,
Gazi Üniv. – 2002 Üniversite Linkleri Lehigh Mechanical Engineering http://www3.lehigh.edu/engineering/meche/ MIT Mechanical Engineering Purdue Mechanical Engineering http://me.www.ecn.purdue.edu/ME/ Stanford Mechanical Engineering |
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Semester
Teaching Plan |
Week |
Subjects |
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1 |
Differential
analysis of fluid flow |
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2 |
differential
analysis of fluid flow and application of flow equation |
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3 |
Two
and three dimension flow equation |
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4 |
General
derivation of NAVIER-STOKES, EULER, BERNOUILLI equation |
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5 |
Concept
of POTENTIAL FLOWS, IRROTATIONAL FLOWS |
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6 |
midterm
exam |
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7 |
Complex
potential. Some Basic, Plane Potential Flows: Uniform flow, vortex |
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8 |
Source
and sink flow, vortex, doublet flow. |
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9 |
Study
of two dimension viscosity to constant flow |
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10 |
vortex
concept, COUTTE flow, |
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11 |
POISEUILLE
flow, Impression of Reynolds number to over flow |
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12 |
Applications |
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13 |
Rational
geometry flows, pipe |
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14 |
Theory
of Border layer: |
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Form of Assessment |
One written midterm exam (40% ); one written
final exam (60%) |
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