Course
Code: : 5103220 Course
Name : Numerical Methods II Instructor
: Assoc. Dr. Murat KISA Theoretical / Practical / Credit : 3 / 0 / 3
|
HARRAN UNİVERSITY ENGINEERING FACULTY
MECHANICAL ENGI0NEERING DEPARTMENT
Course Name |
Code |
Semester |
T+U |
Credit |
AKTS |
|
|
Numerical Methods II |
5103220 |
Spring |
3+0 |
3 |
5 |
|
|
Prerequisite Courses |
None |
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Language of Course |
Turkish |
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Course class |
Elective |
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Coordinator of Course |
Assoc. Dr. Murat KISA |
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Instructor |
Assoc. Dr. Murat KISA |
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Course Assistant |
- |
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Objective of course |
Analytical
solution of some engineering problems can be very difficult or impossible,
these cases the error with an acceptable numerical approximation methods to
these problems with solutions. The solving linear partial differential
equations with numerical methods. |
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Course Learning Output |
•
Advanced numerical analysis concepts learn in this context, differential
equations, numerical solution methods, partial differential equations,
solution methods, the results of the curve fitting
of experimental data to obtain information about the topics. •
Lesson learned under the appropriate methods to be used with programs written
in a programming language to develop computer skills. •
Engineering is often difficult to solve the problems encountered The methods
developed to solve with acceptable error. |
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Course Contents |
Methods
of numerical solution of differential equations, partial differential
equations solution examples, boundary conditions The the
results obtained from experimental data, curve fitting threads. Computer
programs The applications used in in Mechanical
Engineering” |
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Weeks |
Plan
of Course at Semester |
1 |
Introduction to Numerical Analysis II course |
2 |
Methods of numerical solution of differential equations |
3 |
Single-step methods. |
4 |
Multi-step methods. |
5 |
Computer application |
6 |
Solution of partial differential equations |
7 |
Parabolic partial differential equations The solution methods. |
8 |
Mid-term exam. |
9 |
Hyperbolic partial differential equations The solution methods |
10 |
Elliptic partial differential equations The solution methods. |
11 |
Computer application |
12 |
Finite difference and differential equations into finite difference equations. |
13 |
Finite difference and differential equations into finite-difference equations Continue. |
14 |
Computer programs the applications used in in Mechanical Engineering. |
General Sufficiency |
Advanced knowledge of the concepts of numerical analysis, differential equations, numerical solution methods, partial differential equations, solution methods, the results obtained from experimental data, curve fitting
to have information about the topics. |
References |
1. Sayısal Analiz
ve Mühendislik Uygulamaları, İrfan KARAGÖZ, Uludağ Ü. Güç. Vakfı, 2001,
Bursa- ISBN 975-564-115-7. 2. Sayısal
Çözümleme, Prof. Dr. Ziya AKTAŞ, ODTÜ yayınları, 1981, ANKARA 3. Sayısal Analiz,
Prof. Dr. Behiç ÇAĞAL, Birsen Yayınevi, 1989, İstanbul- ISBN 975-511-172-7 4. Bilgisayar
Programları ile Sayısal Hesap, Prof. Dr. Nahit KUMBASAR, Doç. Dr. Sumru PALA,..., TMMOB İnşaat
Müh. Odası İstanbul Şb, 1992, İstanbul |
Form of Assessment |
Mid Exam and Task/Project Average of
Arithmetical: %40 Final:%60 Projects:- Homeworks:- |