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Atomic and molecular physics


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MAT 107 MATEMATICS I





MAT 107 Matematics I (4-0)4 (ECTS:6)

Year/Semester

1st Year/Fall semester

^ Type of Course

Compulsory

Course Contents

Seriesi Limits, the derivative, avarage value theorem, applications of differentiation, Taylor’s Theorem, Polar coordinates, graphs, logarithmic and exponential functions.

Prerequisite/Recommended

None

^ Objective of the Course

The aim of this course is to give the fundamental concept and principles of basic matematics

Textbook / Recommended Reading

Mustafa Balcı General Matematics I, Balcı.

^ Form of Teaching

Lectures

Form of Assessment

One written midterm exam (40 % ); one written final exam (60 %)

^ Language of Instruction

Turkish

Instructor

Prof. Dr. Mustafa ÇALIŞKAN; caliskan@omu.edu.tr



^

MAT 108 MATEMATICS II





MAT 108 Matematics II (4-0)4 (ECTS:6)

Year/Semester

1st Year/Spring semester

^ Type of Course

Compulsory

Course Contents

L’Hospital’s rule, integral and applications, Hyperbolic functions, Integral methods. Multiple integrals.

Prerequisite/Recommended

None

^ Objective of the Course

The aim of this course is to give the fundamental concepts and principles of basic matematics

Textbook / Recommended Reading

Mustafa Balcı, General Matematics II, Balcı.

^ Form of Teaching

Lectures

Form of Assessment

One written midterm exam (40 % ); one written final exam (60 %)

^ Language of Instruction

Turkish

Instructor

Prof. Dr. Mustafa ÇALIŞKAN; caliskan@omu.edu.tr



^




MAT 205 DIFFERANTIAL EQUATIONS





MAT 205 Differantial Equations (4-0)4 (ECTS:6)

Year/Semester

2nd Year/Fall semester

^ Type of Course

Compulsory

Course Contents

Series solutions of partial differential equations, Frobenius’ Method, linear first-order differential equations, nonlinear differential equation, differential equations with oscillating coefficients, total differential equations.

Prerequisite/Recommended

None

^ Objective of the Course

The aim of this course is to give solution ways of differential equations which exist in physics courses.

Textbook / Recommended Reading




^ Form of Teaching

Lectures

Form of Assessment

One written midterm exam (40 % ); one written final exam (60 %)

^ Language of Instruction

Turkish

Instructor

Dr. Nihat ALTINIŞIK







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