J C Lattanzio
3 points
* 26 lectures and 12 consultation and
practical class hours
* First/second semester
* Clayton
*
Prerequisites: MAT2910 and MAT2920
Objectives Students will be introduced to a number of mathematical techniques and it is expected that they will master these and be able to apply them to a range of (relatively simple) problems.
Synopsis This subject involves the use of special (Bessel and Legendre) functions to solve standard forms of certain partial differential equations; the elementary theory of the calculus of variations; the use of Laplace and Fourier transforms to solve differential, integral and other such equations; general properties of the forward and inverse Laplace and Fourier transforms.
Assessment Examinations (2 hours): 75%
* Other
assessment: 25%
Prescribed texts
Spiegel M R Laplace transforms McGraw-Hill
Back to the Engineering Handbook, 1998
Published by Monash University, Australia
Maintained by wwwdev@monash.edu.au
Approved by R Chaffey, Faculty of Engineering
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