Course Unit Code  Course Unit Title  Type of Course Unit  Year of Study  Semester  Number of ECTS Credits  9103065011998  Applied Mathematics  Compulsory  1  1  6 

Level of Course Unit 
Second Cycle 
Objectives of the Course 
The objective of the lecture is that students learn the basis of “APPLIED MATHEMATICS” which they face frequently with its some applications both during their study as well as during their profession. In lectures, different application types of differential equation are solved in order that students understand subjects and apply his knowledge rapidly. 
Name of Lecturer(s) 
Prof. Dr. Hüseyin GÜNERHAN 
Learning Outcomes 
1  To solve the Fourier methods and partial diferantiel equations  2  To learn the Diffision equality  3  To learn the Fourier series, foourier integral,  4  To learn the Laplace equality  5  

Mode of Delivery 
Face to Face 
Prerequisites and corequisities 
None 
Recommended Optional Programme Components 
None 
Course Contents 

Weekly Detailed Course Contents 

1  Fourier methods and partial diferantiel equations    2  Fourier series, foourier integral,    3  Diffision equality    4  Wave equality    5  Laplace equality    6  Seperation of variables method    7  Theory of Sturm Liovelli    8  Fourier and Laplace transformations    9  Midterm exam    10  Mirror method, numerical solutions    11  Complex variables theory: Functions of complex variables    12  Applications of fluid mechanic    13  Mathematics of complex integral    14  Taylor series    15  Taylor series    16  Final exam   

Recommended or Required Reading 
1. Hildebrand, F.B., “Methods of Apllied Mathematics”, PrenticeHall, 1965. 2. Kreyszig, E., Advanced Engineering Mathematics, John Wiley & Sons, 1962. 3. Khuri, A.I., “Advanced Calculus with Aplications in Statistics”, John Wiley & Sons,1993. 4. Churchill, R.V., “Operational Mathematics”, McGraw Hill, 1972. 
Planned Learning Activities and Teaching Methods 

Assessment Methods and Criteria   Language of Instruction  Turkish  Work Placement(s)  None 

Workload Calculation 