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About the Programme Academic Staff Program Qualifications Lessons Matrix of Course & Program Qualifications Turkish Qualifications Framework (TQF) TQF & Program Qualifications
  2. Course Structure Diagram with Credits
  3. Differential Equations II
  4. Description
  • Description
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Last Updated: 27/06/2013

Code - Course Title Compulsory/Elective Laboratory + Practice ECTS
MAT216 - Differential Equations II IV. SEMESTER 2 +2 5.0
Language of Instruction Türkçe
Course Type Required Courses
Course Instructor(s) PROF. DR. TANER BÜYÜKKÖROĞLU
Mode of Delivery The mode of delivery of this course is Face to face
Place of Delivery
Used Educational Platforms
Prerequisites There is no prerequisite or co-requisite for this course.
Courses Recomended Calculus I, Calculus II.
Recommended Resources The instructor will provide a course pack(bulk pack) with all suggested readings
Work Placement N/A
Aims of the Course

Weeks Learning Outcomes Topics Teaching Methods
Week - 1 Power series solutions about an ordinary point.
Week - 2 Regular singular points and Frobenius Method.
Week - 3 Exceptional cases.
Week - 4 Bessel differential equations.
Week - 5 Differential operators and anOperator medhod..
Week - 6 Basic theory of linear systems in normal form.
Week - 7 Homogeneous Linear Systems with constant coefficients.
Week - 8 The matrix method for Homogeneous Linearsystems with constant coefficients..
Week - 9 The cases of complex and reoeated eigenvalues.
Week - 10 Some applications of homogeneous linear systems.
Week - 11 The Laplace Transformations.
Week - 12 The Inverse Laplace Transformations.
Week - 13 Laplace Transform solution of Linear differential equations with constant coefficients.
Week - 14 Laplace transform solution of Linear systems.

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Assessment Method and Passing Requirements
Quamtity Percentage (%)
1.Midterm Exam 1 25
Final Exam 1 50
2.Midterm Exam 1 25
Toplam (%) 100

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