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Course

CEED1112464

ADVANCED FLUID MECHANICS

LECTURE
3
LAB
0
CREDITS
3
ECTS
8

REQUIRES

None

REQUIRED BY

None

TAUGHT IN

LANGUAGEEnglishLEVELThird Cycle (Doctorate Degree)TYPEElectiveSyllabus (PDF)

AIM

Mathamatical defination of the fluid mechanics.

CONTENT

This course contains; Fundemental Mathmetical Definations,Fundemental Mathmetical Definations, Derivation of Continuity Equation,Equations of Motion, Euler Equations of Motion for Inviscid Fluid, Bernoulli Equations, Navier-Stokes equations of motion of Viscous Fluid (1),Navier-Stokes equations of motion of Viscous Fluid (2),Navier-Stokes equations of motion of Viscous Fluid and solution techniques (1),Navier-Stokes equations of motion of Viscous Fluid and solution techniques (2),Turbulent Flow of Compressible Viscous Fluids, Reynolds Equations (1),Turbulent Flow of Compressible Viscous Fluids, Reynolds Equations (2),Potantial Flow Theory (1),Potantial Flow Theory (2),Boundary Layer Theory (1),Boundary Layer Theory (2),Diffusion and Dispersion.

LEARNING OUTCOMES

  1. 1

    Researches fundamental equations of hydraulic engineering.

    Taught by: Problem Solving Method, Self Study Method, Brainstorming Technique · Assessed by: Traditional Written Exam, Homework

  2. 2

    Categorizes basic subjects in hydraulic engineering.

    Taught by: Problem Solving Method, Self Study Method, Brainstorming Technique · Assessed by: Traditional Written Exam, Homework

  3. 3

    Evaluets close by related engineering branches such as fluid dynamics for hydraulic engineering.

    Taught by: Problem Solving Method, Self Study Method, Brainstorming Technique · Assessed by: Traditional Written Exam, Homework

  4. 4

    Examines dynamic movements of fluids.

    Taught by: Problem Solving Method, Self Study Method, Brainstorming Technique · Assessed by: Traditional Written Exam, Homework

WEEKLY PLAN

  1. WEEK 1

    Fundemental Mathmetical Definations

    Preparation: Related Textbook / Related Chapter

  2. WEEK 2

    Fundemental Mathmetical Definations, Derivation of Continuity Equation

    Preparation: Related Textbook / Related Chapter

  3. WEEK 3

    Equations of Motion, Euler Equations of Motion for Inviscid Fluid, Bernoulli Equations

    Preparation: Related Textbook / Related Chapter

  4. WEEK 4

    Navier-Stokes equations of motion of Viscous Fluid (1)

    Preparation: Related Textbook / Related Chapter

  5. WEEK 5

    Navier-Stokes equations of motion of Viscous Fluid (2)

    Preparation: Related Textbook / Related Chapter

  6. WEEK 6

    Navier-Stokes equations of motion of Viscous Fluid and solution techniques (1)

    Preparation: Related Textbook / Related Chapter

  7. WEEK 7

    Navier-Stokes equations of motion of Viscous Fluid and solution techniques (2)

    Preparation: Related Textbook / Related Chapter

  8. WEEK 8

    Turbulent Flow of Compressible Viscous Fluids, Reynolds Equations (1)

    Preparation: Related Textbook / Related Chapter

  9. WEEK 9

    Turbulent Flow of Compressible Viscous Fluids, Reynolds Equations (2)

    Preparation: Related Textbook / Related Chapter

  10. WEEK 10

    Potantial Flow Theory (1)

    Preparation: Related Textbook / Related Chapter

  11. WEEK 11

    Potantial Flow Theory (2)

    Preparation: Related Textbook / Related Chapter

  12. WEEK 12

    Boundary Layer Theory (1)

    Preparation: Related Textbook / Related Chapter

  13. WEEK 13

    Boundary Layer Theory (2)

    Preparation: Related Textbook / Related Chapter

  14. WEEK 14

    Diffusion and Dispersion

    Preparation: Related Textbook / Related Chapter

ASSESSMENT

  • Rate of Midterm Exam to Success50%
  • Rate of Final Exam to Success50%

WORKLOAD

ACTIVITYCOUNTHOURSTOTAL
Course Hours14342
Guided Problem Solving000
Resolution of Homework Problems and Submission as a Report188
Term Project1610160
Presentation of Project / Seminar000
Quiz000
Midterm Exam188
General Exam188
Performance Task, Maintenance Plan000

READING

  • Kundu, P., K. And Cohen, I.R., 2004, “Fluid Mechanics”, Elsevier
  • lecture notes

TEACHING STAFF

  • Assist.Prof. Ahmet DURAPCOORDINATOR
  • Prof.Dr. Zekai ŞEN