
Description of Individual Course UnitsCourse Unit Code  Course Unit Title  Type of Course Unit  Year of Study  Semester  Number of ECTS Credits  180102005100  NUMERICAL ANALYSIS  Compulsory  3  5  4 
 Level of Course Unit  First Cycle  Objectives of the Course  To introduce the way of solution techniques of numerical solution of some problems which is difficult or impossible to solve as analytically is aim of this course. On the other hand, the participant (student) would have set a bridge between theoretical subjects have been seen in Scientific and Engineering courses and Mathematical Courses.  Name of Lecturer(s)  Dr. Öğr. Üyesi Züleyha BİNGÜL  Learning Outcomes  1  Has ability to evaluation of practice problems in engineering and experimental results in laboratory.  2  Has ability to evaluation of practice problems in engineering and experimental results in laboratory.  3  Has ability to get approximate results of difficult problems.  4  Has ability to get approximate results of difficult problems.  5  Has background to make model and solve problems in science and engineering.  6  Has background to make model and solve problems in science and engineering.  7  Control with desired accuracy in numerical solution and results of engineering problems.  8  Control with desired accuracy in numerical solution and results of engineering problems.  9  Derive analytic formulation from experimental results.  10  Derive analytic formulation from experimental results. 
 Mode of Delivery  Daytime Class  Prerequisites and corequisities  None  Recommended Optional Programme Components  None  Course Contents  Error Analysis, Solution Methods of Nonlinear Equations, Solution Methods of Linear Set of Equations, Interpolation and Curve Fitting, Numerical Derivation, Numerical Integration, Numerical Solution Methods of Ordinary Differential Equations.  Weekly Detailed Course Contents  
1  Error Analysis    2  Solution Methods of Nonlinear Equations    3  Solution Methods of Nonlinear Equations    4  Solution Methods of Nonlinear Equations    5  Solution Methods of Nonlinear Equations    6  Interpolation and Curve Fitting    7  Interpolation and Curve Fitting    8  Midterm    9  Numerical Derivation    10  Numerical Derivation    11  Numerical Integration    12  Numerical Integration    13  Numerical Solution Methods of Ordinary Differential Equations    14  Numerical Solution Methods of Ordinary Differential Equations    15  Final   
 Recommended or Required Reading  Chapra, S.C. ve Canale, R.P., Yazılım ve Programlama Uygulamalarıyla Mühendisler için Sayısal Yöntemler, Türkçesi: Heperkan, H. ve Kesgin, U., Liteatür, İstanbul, 2006.
Karagöz, İ., Sayısal Analiz ve Mühendislik Uygulamaları, 3. baskı, Nobel Yayıncılık, 2011.
Uzun, İ., Nümerik Analiz, Beta Yayıncılık, 2011.
Tapramaz, R., Sayısal Çözümleme, Literatür, İstanbul, 2005.
Çengel, Y. A., ve Palm, W. J., (Türçesi: Tahsin Engin), Mühendisler ve Fen Bilimciler İçin Diferansiyel Denklemler, Güven Kitabevi, İzmir, 2012.  Planned Learning Activities and Teaching Methods   Assessment Methods and Criteria  
Midterm Examination  1  100  SUM  100  
Final Examination  1  100  SUM  100  Term (or Year) Learning Activities  40  End Of Term (or Year) Learning Activities  60  SUM  100 
 Language of Instruction  Turkish  Work Placement(s)  None 
 Workload Calculation 

Midterm Examination  1  1  1  Final Examination  1  2  2  Attending Lectures  14  3  42  Project Preparation  1  1  1  Project Presentation  1  1  1  Homework  14  10  140  
Contribution of Learning Outcomes to Programme Outcomes  LO1  5  5  5  5  5  5  4  5  5  5  5  LO2             LO3             LO4             LO5             LO6             LO7             LO8             LO9             LO10            
 * Contribution Level : 1 Very low 2 Low 3 Medium 4 High 5 Very High 



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