Nevşehir Hacı Bektaş Veli University Course Catalogue

Information Of Programmes

FACULTY OF ENGINEERING & ARCHITECTURE / MAT 201 - CIVIL ENGINEERING

Code: MAT 201 Course Title: DIFFERENTIAL EQUATIONS Theoretical+Practice: 3+0 ECTS: 4
Year/Semester of Study 2 / Fall Semester
Level of Course 1st Cycle Degree Programme
Type of Course Compulsory
Department CIVIL ENGINEERING
Pre-requisities and Co-requisites None
Mode of Delivery Face to Face
Teaching Period 14 Weeks
Name of Lecturer AHMET KAYA (akaya@nevsehir.edu.tr)
Name of Lecturer(s)
Language of Instruction Turkish
Work Placement(s) None
Objectives of the Course
To solve equations consisting derivative

Learning Outcomes PO MME
The students who succeeded in this course:
LO-1 recognizes differential equation, classifies differential equations , Finds equation which solution is known PO-1 Recovery adequate knowledge in the field of mathematics, science and civil engineering; ability to use theoretical and applied information in these areas to model and solve Civil Engineering problems.
PO-2 Ability to determine, identify, formulate and solve the sophisticated engineering problems, to select and apply appropriate methods and techniques for this purpose.
PO-6 Ability of working within single-disciplinary and multi-disciplinary teams effectively and skill of individual work.
PO-8 Awareness of the life-long learning, the skills to access to the information, to follow the improvements in science and technology and continuous self-development
 		Examination
PO: Programme Outcomes
MME:Method of measurement & Evaluation

Course Contents
First order differantial equation, Seperable first order differantial equations, Exact differantial equations, Integration factors, Linear differantial equations, Bernoulli’s differential equation, first order higher degree differantial equations and applications.
Weekly Course Content
Week Subject Learning Activities and Teaching Methods
1 First order differantial equation Problem solving
2 First order differantial equation Problem solving
3 Seperable first order differantial equations Problem solving
4 Seperable first order differantial equations Problem solving
5 Exact differantial equations Problem solving
6 Exact differantial equations Problem solving
7 Integration factors Problem solving
8 mid-term exam
9 Integration factors Problem solving
10 Linear differantial equations Problem solving
11 Linear differantial equations Problem solving
12 Bernoulli’s differential equation Problem solving
13 Bernoulli’s differential equation Problem solving
14 First order higher degree differantial equations and applications Problem solving
15 First order higher degree differantial equations and applications Problem solving
16 final exam
Recommend Course Book / Supplementary Book/Reading
1 Modern Uygulamalı Diferensiyel Denklemler, Yaşar Pala, Nobel Yayınları
2 Diferansiyel Denklemler ve Uygulamaları, Mehmet Aydın vd,EÜ müh.fak yay. 2009
Required Course instruments and materials
The books of Differential Equations

Assessment Methods
Type of Assessment Week Hours Weight(%)
mid-term exam 1 1 40
Other assessment methods
1.Oral Examination
2.Quiz
3.Laboratory exam
4.Presentation
5.Report
6.Workshop
7.Performance Project
8.Term Paper
9.Project
final exam 1 1 60

Student Work Load
Type of Work Weekly Hours Number of Weeks Work Load
Weekly Course Hours (Theoretical+Practice) 3 14 42
Outside Class
       a) Reading 4 14 56
       b) Search in internet/Library 0
       c) Performance Project 0
       d) Prepare a workshop/Presentation/Report 0
       e) Term paper/Project 0
Oral Examination 0
Quiz 0
Laboratory exam 0
Own study for mid-term exam 5 2 10
mid-term exam 1 1 1
Own study for final exam 5 2 10
final exam 1 1 1
0
0
Total work load; 120