FACULTY OF ENGINEERING
CHEMICAL ENGINEERING
Course Name   DIFFERENTIAL EQUATIONS
Semester Course Code Theoretical / Practice time ECTS
3 1216301 2,00 / 2,00 5,00
Course Degree Bachelor's degree
Course Language Turkish
Format of Delivery: Face to Face
Course Coordinator Dr. Onur KARAOĞLU
Coordinator e-mail okaraoglu selcuk.edu.tr
Instructors
Arş.Gör. Dr. Onur KARAOĞLU
Asistant Instructors
Course Objectives The expression of differential equations, basic concepts and basic knowledge of solution methods and their applications in engineering
Basic Sciences Engineering Scinces Social Sciences Educational Sciences Artistic sciences Medical Science Agricultural sciences
50 50 0 0 0 0 0
Course Learning Methods and Techniquies
Face to face expression
Week Course Content Resource
1 Introduction to differential equations, definition and classification Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
2 Variables-Separable Differential Equations Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
3 First order linear differential equations and their solution methods Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
4 Homogeneous and homogenization differential equations and their solutions Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
5 Bernoulli, Riccati differential equations and their solutions Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
6 Exact differential equations and grouping methods with standard solutions Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
7 Finding the integrating factor for non exact differential equation methods Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
8 Applications of first order differential equations Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
9 The definition of high-order differential equations, the definition of homogeneous differential equations with constant coefficients and their solutions Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
10 Mid-term Exam
11 Operator method for solving the high-order non-homogeneous differential equations Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
12 Undetermined coefficients method, method of variation of parameters for higher-order inhomogeneous differential equations Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
13 Cauchy-Euler differential equations and their solutions Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
14 Laplace transform of the differential equations Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
15 Engineering applications of differential equations Aydın, M. ve ark., 2003, Diferansiyel Denklemler ve Uygulamaları, Fakülteler Kitabevi Barış Yayınları, İzmir.
16 Final Exam
Assesment Criteria   Mid-term exam Final exam
  Quantity Percentage Quantity Percentage  
Term Studies : - - - -
Attendance / Participation : - - - -
Practical Exam : - - - -
Special Course Exam : - - - -
Quiz : - - - -
Homework : - - - -
Presentations and Seminars : - - - -
Projects : - - - -
Workshop / Laboratory Applications : - - - -
Case studies : - - - -
Field Studies : - - - -
Clinical Studies : - - - -
Other Studies : - - - -
Mid-term exam   1 40 - -
Final exam   - - 1 60
ECTS WORK LOAD TABLE   Number Duration
Course Duration : 14 4
Classroom Work Time : 14 4
Presentations and Seminars : - -
Course Internship : - -
Workshop / Laboratory Applications : - -
Field Studies : - -
Case studies : - -
Projects : - -
Homework : 14 2
Quiz : 3 2
Mid-term exam : 1 2
Final Exam : 1 2
ECTS 5
No COURSE LEARNING OUTCOMES CONTRIBUTION
D.Ö.Ç. 1 Definition and classification of differential equations 3
D.Ö.Ç. 2 First order linear equations and solution method 2
D.Ö.Ç. 3 First-order nonlinear equations and their solutions 3
D.Ö.Ç. 4 High-order equations and their solutions 4
* 1: Zayıf - 2: Orta - 3: İyi - 4: Çok İyi
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