Jif315 academic planner
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This document provides information about the mathematical methods course JIF 315 for the 2014/2015 academic year, including: - Five video conferencing sessions that will cover topics like integral transforms, special functions, Fourier series, and partial differential equations. - Two written assignments that are due on December 12, 2014 and February 9, 2015. - A continuous assessment during the intensive course that covers integral transforms, special functions, and Sturm-Liouville problems. - Details on the intensive course dates, final exam details, and how the course grade is calculated based on the exam, assignments, and continuous assessment. - Information about the e-learning portal and reference textbooks for the course.
![ACADEMIC SESSION 2014/2015
VIDEO CONFERENCING
Date
Session Regional Regional Time
Centre A Centre B
1
2
3
4
5
[Students need to fill the date and time of video conference session. Please refer to the
video conference time-table for Academic Session 2014/2015 provided.]](https://image.slidesharecdn.com/jif315academicplanner-150822172819-lva1-app6891/85/Jif315-academic-planner-2-320.jpg)
Jif315 academic planner
- 2. ACADEMIC SESSION 2014/2015 VIDEO CONFERENCING Date Session Regional Regional Time Centre A Centre B 1 2 3 4 5 [Students need to fill the date and time of video conference session. Please refer to the video conference time-table for Academic Session 2014/2015 provided.]
- 3. JIF 315/3 - MATHEMATICAL METHODS COURSE MANAGER: MS. PHOONG SEUK WAI E-MAIL: wai_phoong@yahoo.com COURSE CONTENTS This course is a three unit course and divided into five main areas, namely Integral transforms, Special functions, Sturm-Liouville problems, Fourier series, and Partial differential equation. VIDEO CONFERENCING There will be five video conferencing as follows VIDEO CONFERENCING AGENDA TOPICS REFERS TO TEXTBOOK 1st Video conferencing Chapter 1 Integral Transforms 1.1 Laplace Transform 1.2 Fourier Transform Chapter 6 Laplace Transforms Chapter 11 Fourier analysis 2nd Video conferencing Chapter 2 Special Functions 2.1 Gamma Function 2.2 Bessel Function 2.3 Legendre Function 2.4 Associated Legendre Function Chapter 5 Series Solutions of ODEs. Special Functions 3rd Video conferencing Chapter 3 Sturm-Liouville Problem 3.1 Regular Sturm- Liouville Problems 3.2 Periodic Sturm- Liouville Problems 3.3 Singular Sturm- Liouville Problems 3.4 Orthogonal Functions Chapter 11 Fourier Analysis 4th Video conferencing Chapter 4 Fourier Series 4.1 FourierSeries 4.2 Fourier Sine and Cosine Series 4.3 Complex Form of Fourier Series 4.4 Application of Fourier Series Chapter 11 Fourier Analysis 5th Video conferencing Chapter 4 Partial Differential Equation 5.1 Partial differential equation in physics 5.2 Wave equation 5.3 Heat equation 5.4 Laplace equation Chapter 12 Partial Differential Equation - 1 -
- 4. ASSIGNMENTS There will be two written assignments Assignment 1: Dateline for assignment submission is 12 December 2014. Assignment 2: Dateline for assignment submission is 9 February 2015. These assignments must be sent to the General Office, PPPJJ. CONTINUOUS ASSESSMENT One continuous assessment will be conducted during the Intensive Course. The part covered by this continuous assessment is Chapter 1: Integral Transforms Chapter 2: Special functions Chapter Chapter 3: Sturm-Liouville problems INTENSIVE COURSE The date for the intensive course is available in the Academic Calendar provided. Face-to- face tutorials will be conducted during the intensive course. CONTRIBUTION OF COURSE WORKS AND FINAL EXAMINATION The duration of the final examination for this course is 3 hours. The grade for this course is based on: Final examination: 70% Course works: Assignment 10% 30% Continuous assessment 20% E-LEARNING PORTAL The assignment questions, sample examination questions and other course resources are available at the school electronic portal. The url is http://el.pppjj.usm.my. There is also a provision of forum for course facilitation. REFERENCE BOOKS E. Kreyszig, Advanced Engineering Mathematics, 10th Edition, John Wiley & Sons, inc., 2011. - 2 -