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KL UNIVERISTY FIRST SEMESTER 2010-11 Course Handout Academic Division Dated: 07-07-2010 Course No. : MATH C 202 Course Title : Engineering Mathematics-III Course Structure : 3-1-0 Course coordinator : Mr B V Appa Rao Instructors : Mr BV Appa Rao, Dr G Suresh Kumar 1. Course Description: Fourier Series, Dirichlet’s conditions, change of interval, Fourier series for even and functions, Half range series, Prseval’s Identity, Fourier Integrals, Fourier Transforms, Fourier sine and cosine transforms, Finite Fourier sine and cosine transforms. Numerical Differentiation by using Newton’s method, Numerical Integration, Solutions of First order differential equations using numerical methods and sets, relations functions and inverse functions. 2. Scope and Objective of the Course: The course is designed for the second year first semester students. The course will provide an overview of the study of Fourier series and Fourier transforms . Further, the students will understand how the course instructions are useful in mathematical modeling. Its needless to state that any engineering problem must be suitably mathematically modeled and the solution must be studied in detail for its physical interpretation and viability. At the end of the course, the student should be able to understand >Fundamental knowledge of mathematical modeling >obtaining solutions of such mathematically modeled problems >Give physical interpretation for the solutions obtained. Pre requisites: Thorough knowledge of integral and differential calculus. 3. Books: (i) Textbook: 1) Higher Engineering Mathematics by B.S.Grewal,40 th Edition. Khanna publishers, New Delhi. 2) Discrete Mathematics for computers Scientists & Mathematicians, second edition,PHI,New Delhi J.L.Mott , A.Kandel and Th.P Baker. (ii) Reference Book: 1. Advanced Engineering Mathematics by Ervin Kreyszic,8 th Edition, Jhon wiley student edition, New Delhi.
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