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COURSE PRO FORMA



             IMPORTANT:
             Contents of this Pro Forma shall not be changed without the Senate’s approval for items indicated with *. Changes
             to the other items can be approved at the Academy/Faculty/Institution/Centre level.


             Academy/Faculty/Centre                Engineering

             Department                            Mechanical Engineering

             Programme                             Bachelor of Engineering (Mechanical)

             Course Code*                          KMEM 2115

             Course Title*                         Calculation and Numerical Method
             Course Pre-requisite(s)/ Minimum Require-  None
             ment(s)
             Student Learning Time (SLT)*          80

             Credit Hours*                         2

             Course Learning Outcomes*             By the end of this course, students are able to:

                                                    1. Derive mathematical models
                                                    2.  Apply  root  finding  and  optimization  methods  to  solve  linear  algebraic
                                                      equations
                                                    3.  Describe  and  apply  fundamental  curve  fitting  technique  including  the
                                                      Fourier approximation
                                                    4. Judge numerical methods to solve ordinary and partial differential equa-
                                                      tions

             Transferable Skills                   Problem solving skills
                                                   Communication skills
             Synopsis of Course Contents           This  course  consists  of  modelling,  error  analysis,  and  root  of  equations,
                                                   linear algebraic equations, optimizations and curve fitting. Numerical differ-
                                                   ential and integration. Numerical methods of ordinary and partial differential
                                                   equation.
             Learning Strategies (lecture, tutorial, work-  Classroom instruction, Tutorial, AL, CL
             shop, discussion, etc.)
             Assessment Weightage*                 Continuous assessment                                :40%
                                                   (Tutorial, Assignments and Tests)
                                                   Final Examination                                          :60%

             Methodologies  for  Feedback  on  Perfor-  Marks for continuous assesment will be posted on the student notice board
             mance                                 before  final  examination  and  course  grades  will  be  determined  after  final
                                                   examination.

             Criteria in Summative Assessment      Refer  to  Kaedah-Kaedah  Universiti  Malaya  (Pengajian  Ijazah  Pertama)
                                                   2013  Peraturan-Peraturan  Universiti  Malaya  (Pengajian  Ijazah  Pertama)
                                                   2013









             UM-PT01-PK03-BR003(BI)-S04
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