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•           Information on Degree Programmes

COURSE INFORMATON
Course Title Code Semester L+P Hour Credits ECTS
Differential Equations * IMZ   217 3 3 3 4

 Prerequisites and co-requisites Yok Recommended Optional Programme Components None

Language of Instruction Turkish
Course Level First Cycle Programmes (Bachelor's Degree)
Course Type
Course Coordinator Prof. Dr. Hüseyin Rızkullah YERLİ
Instructors
 Prof. Dr. HÜSEYİN RIZKULLAH YERLİ 1. Öğretim Grup:A Prof. Dr. HÜSEYİN RIZKULLAH YERLİ 2. Öğretim Grup:A

Assistants
Goals
To teach the analitycal and numerical solutions of ordinary differential equations
Content
Ordinary differential equations of first order and first degree, Equations with separable variables, Homogeneous differential equations, Equations with functions of linear but nonhomogeneous, Exact differential equations, Linear differential equations

Learning Outcomes
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Course's Contribution To Program
NoProgram Learning OutcomesContribution
12345
1
Has the basic knowledge of math, science and civil engineering
X
2
Has a good commman of basic concepts, theories and principles in civil engineering.
3
Independently reviews and learns the applications, makes a critical assessment of the problems faced with, selects the proper technique to formulate problems and propose solutions
X
4
Designs a system, a component or a process in order to meet the needs of various engineering problems within technical, economic, environmental, manufacturability, sustainability limitations.
X
5
Selects and uses the modern techniques and tools necessary for engineering practice
6
Designs and carries out experiments in the fields of civil engineering, and interprets the results and the data obtained from the experiments
7
Gains the abiltiy to work effectively as a member in interdisciplinary teams
8
Identifies proper sources of information and databases, reaches them and uses them efficiently.
9
Follows the advancements in science and technology being aware of the necessity of lifelong learning and continuously improves her/himself.
10
Uses the computers and information technologies related with civil engineering actively.
11
Gains the ability to communicate effectively both orally and in writing.
12
Communicates using technical drawing
13
Constantly improves her/himself by identifying the training needs in scientific, cultural, artistic and social fields.
14
Continuously improves her/himself by defining necessities in learning in scientific, social, cultural and artistic areas besides the occupational requirements.
15
Has an understanding of entrepreneurship and innovation subjects, and is knowledgeable of contemporary issues.
16
Has an awareness of professional and ethical responsibility
17
Has the required knowledge in project management, workplace practices, employee health, environmental and occupational safety; and the legal implications of engineering applications.

Course Content
WeekTopicsStudy Materials _ocw_rs_drs_yontem
1 Basic ideas
2 Ordinary differential equations; Equations of first order and first degree, Revision of previous lecture
3 Equations with separable variables Revision of previous lecture
4 Equations with separable variables Revision of previous lecture
5 Equations with separable variables Revision of previous lecture
6 Homogeneous differential equations, Equations with functions of linear but nonhomogeneous Revision of previous lecture
7 Solution of Differential equations Revision of previous lecture
8 Midterm exam Exam
9 Solution of Differential equations Revision of previous lecture
10 Solution of Differential equations Revision of previous lecture
11 Exact differential equations, Exact differential equations with integrating factors Revision of previous lecture
12 Exact differential equations, Exact differential equations with integrating factors Revision of previous lecture
13 Exact differential equations, Exact differential equations with integrating factors Revision of previous lecture
14 Linear and equations can be reduced to linear equations of first order Revision of previous lecture
15 Linear and equations can be reduced to linear equations of first order Revision of previous lecture
16-17 Final exam Exam