Electronic engineering requires a variety of sophisticated mathematical techniques and graduates entering this profession must not only understand these techniques but be able to develop their own mathematical expertise as new problems unfold. This paper is a description of a new undergraduate course designed to produce such graduates.
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References
1.
SpencerA. J. M., Engineering Mathematics, Vols 1 and 2, Van Nostrand Reinhold (1977).
2.
JohnsP. B. and O'BrienM., ‘Use of T.L.M. to solve non-linear lumped networks’. The Radio and Electronic Engineer, 501/2, 59–70 (1980).
3.
AnsbroP., Unpublished Dissertation B.Sc. University of Nottingham (1985). Available in the Nottingham University Science Library.
4.
HearneM., Unpublished Dissertation B.Sc., ibid.
5.
MerchantA., Unpublished Dissertation B.Sc., ibid.
6.
EcclesJ., Unpublished Dissertation B.S., ibid.
7.
HearneM.RogersT. G. and TuckB., ‘One-dimensional modelling of diffusion in semiconductors during crystal growth’, to be published in COMPEL 6 (3).
