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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.


                Week                    Lecture/Tutorial/Assignment Topic                 References/Teaching
                                                                                          Materials/Equipment

                  1        Introduction  to  numerical  methods  for  engineering  analysis  and   main references
                           the significance of using computers as tools for solutions.
                           Basic graphical user interface
                  2        Errors in computing: accuracy and precision, binary representa-  main references
                           tion, significant figures.

                  3        Errors in computing: round off errors, truncation errors, blunders,   main references
                           data uncertainty, computational stability, condition numbers, error
                           analysis and estimation,
                  4        Roots of equations: bracketing methods                           main references



                  5        Roots of equations: open methods                                 main references


                  6        Roots  of  equations:  nonlinear  equations,  polynomials,  multiple   main references
                           roots- Newton Raphson


                  7        Continuation from week 6                                         main references


                  8        Integration and differentiation                                  main references



                  9        Integration methods                                              main references


                  10       Differentiation methods                                          main references


                  11       Ordinary differential equations: Euler’s method                  main references



                  12       Ordinary differential equations: Runga-Kutta                     main references

                  13       Curve fitting: regression techniques                             main references



                  14       Curve fitting: interpolation techniques                          main references





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