Akademik Dersler - Tanıtım

Course Introduction Information


Code - Course Title	MKM539 - Analytical Methods in Engineering
Course Type	Required Courses
Language of Instruction	Türkçe
Laboratory + Practice	3+0
ECTS	7.5
Course Instructor(s)	DOÇENT ELİF BEGÜM ELÇİOĞLU
Mode of Delivery	Face to face
Prerequisites	N.A.
Courses Recomended
Recommended Reading List
Assessment methods and criteria	2 midterm exams1 final exam
Work Placement	N.A.
Sustainability Development Goals

Content

Weeks	Topics
Week - 1	Ordinary differential equations
Week - 2	Ordinary differential equations
Week - 3	Power series solutions; Bessel, Modified Bessel Gamma, Legendre, functions, Boundary and initial value problems (The Sturm-Liouville Eigenvalue Problem); Laplace and Fourier transforms; Fourier integrals
Week - 4	Power series solutions; Bessel, Modified Bessel Gamma, Legendre, functions, Boundary and initial value problems (The Sturm-Liouville Eigenvalue Problem); Laplace and Fourier transforms; Fourier integrals
Week - 5	Power series solutions; Bessel, Modified Bessel Gamma, Legendre, functions, Boundary and initial value problems (The Sturm-Liouville Eigenvalue Problem); Laplace and Fourier transforms; Fourier integrals
Week - 6	Power series solutions; Bessel, Modified Bessel Gamma, Legendre, functions, Boundary and initial value problems (The Sturm-Liouville Eigenvalue Problem); Laplace and Fourier transforms; Fourier integrals
Week - 7	Power series solutions; Bessel, Modified Bessel Gamma, Legendre, functions, Boundary and initial value problems (The Sturm-Liouville Eigenvalue Problem); Laplace and Fourier transforms; Fourier integrals
Week - 8	Power series solutions; Bessel, Modified Bessel Gamma, Legendre, functions, Boundary and initial value problems (The Sturm-Liouville Eigenvalue Problem); Laplace and Fourier transforms; Fourier integrals
Week - 9	Partial differential equations (Heat conduction equation, Wave equation, Laplace equation); Separation of variables; Transformations
Week - 10	Partial differential equations (Heat conduction equation, Wave equation, Laplace equation); Separation of variables; Transformations.
Week - 11	Partial differential equations (Heat conduction equation, Wave equation, Laplace equation); Separation of variables; Transformations.
Week - 12	Partial differential equations (Heat conduction equation, Wave equation, Laplace equation); Separation of variables; Transformations.
Week - 13	Partial differential equations (Heat conduction equation, Wave equation, Laplace equation); Separation of variables; Transformations.
Week - 14	Partial differential equations (Heat conduction equation, Wave equation, Laplace equation); Separation of variables; Transformations.

Learning Activities and Teaching Methods

Teaching Methods
Lecture
Question & Answer
Drill - Practise
Problem Solving
Brain Storming
Competences
Productive
Rational
Questoning
Eleştirel düşünebilme
Problem solving
Information Management
Elementary computing skills

Assessment Methods

Assessment Method and Passing Requirements
	Quamtity	Percentage (%)
1.Midterm Exam	1	35
Homework	1	20
Final Exam	1	45
Toplam (%)		100