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FACULTY of ENGINEERING / DEPARTMENT of ELECTRICAL and ELECTRONICS ENGINEERING
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FACULTY of ENGINEERING / DEPARTMENT of ELECTRICAL and ELECTRONICS ENGINEERING / (30%) English
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EEE2000Engineering Mathematics3+0+0ECTS:5
Year / SemesterSpring Semester
Level of CourseFirst Cycle
Status Compulsory
DepartmentDEPARTMENT of ELECTRICAL and ELECTRONICS ENGINEERING
Prerequisites and co-requisitesNone
Mode of DeliveryFace to face
Contact Hours14 weeks - 3 hours of lectures per week
LecturerProf. Dr. Kadir TÜRK
Co-LecturerDOCTOR LECTURER Abdullah ÜZÜM,
Language of instruction
Professional practise ( internship ) None
 
The aim of the course:
To obtain application methods of engineering mathematics to electrical engineering problems.
 
Learning OutcomesCTPOTOA
Upon successful completion of the course, the students will be able to :
LO - 1 : Understand application of mathematics to engineering problems.1,5,111
LO - 2 : Learn mathematical solution methods of engineering problems.1,5,111
LO - 3 : Apply engineering mathematics to solution of electrical engineering problems.1,5,111
LO - 4 : Describe engineering problem by mathematics.1,5,111
CTPO : Contribution to programme outcomes, TOA :Type of assessment (1: written exam, 2: Oral exam, 3: Homework assignment, 4: Laboratory exercise/exam, 5: Seminar / presentation, 6: Term paper), LO : Learning Outcome

 
Contents of the Course
Fourier series and transform, Laplace transforms and applications to electrical engineering. Other transform methods. Complex functions theory. Cauchy theory. Conformal mappings. Vector analysis.
 
Course Syllabus
 WeekSubjectRelated Notes / Files
 Week 1Introduction, definition of engineering problems
 Week 2Laplace transforms
 Week 3Calculating Laplace transforms, inverse Laplace transforms
 Week 4Laplace transforms in solving typical engineering problems
 Week 5Complex analysis
 Week 6Complex functions
 Week 7Cauchy integral theorem
 Week 8Conformal mapping
 Week 9Mid-term exam
 Week 10Conformal mappings
 Week 11Some applications of complex analysis
 Week 12Vector analysis, vector functions of one variable
 Week 13vector fields, mid-term exam-2
 Week 14Gradient, divergence, curl, Green's theorem
 Week 15Theorems of Gauss and Stokes, some applications
 Week 16End-of-term exam
 
Textbook / Material
1O'Neil, Peter V. 2011; Advanced Engineering Mathematics, Cengage Learning, California.
 
Recommended Reading
1James, G. 1993; Advanced Modern Engineering Mathematics, Addision-Wesley, Wokingham.
 
Method of Assessment
Type of assessmentWeek NoDate

Duration (hours)Weight (%)
Mid-term exam 9 2 50
End-of-term exam 16 2 50
 
Student Work Load and its Distribution
Type of workDuration (hours pw)

No of weeks / Number of activity

Hours in total per term
Yüz yüze eğitim 3 14 42
Sınıf dışı çalışma 2 13 26
Laboratuar çalışması 0 0 0
Arasınav için hazırlık 5 8 40
Arasınav 2 1 2
Uygulama 0 0 0
Klinik Uygulama 0 0 0
Ödev 0 0 0
Proje 0 0 0
Kısa sınav 0 0 0
Dönem sonu sınavı için hazırlık 5 6 30
Dönem sonu sınavı 2 1 2
Diğer 1 0 0 0
Diğer 2 0 0 0
Total work load142