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~ ~ 2 9 9 Engineering Mathematics No. of hours per week: three hours for two semesters Instruction: integrated instruction and practice Subject aims and description Integration-integration methods, plane polar coordinates, double integrals and applications, cylindrical and spherical coordinates, triple integrals and applications. Vector calculus - scalar and vector fields, gradient of a scalar field, the potential, surface integrals, flux of a vector field, divergence Gauss' theorem, continuity of fluid flow, line integrals, curl, Stokes theorem, introduction to fluid dynamics, introduction to tensors and tensor notation. Linear algebra - orthogonal matrices, eigenvalue problems, real symmetric matrices and applications. Statistics - review of data analysis, probability, probability distributions for discrete variates and continuous variates, sampling distributions. The t distribution, F and Chi-Square, hypothesis testing, goodness of fit, ANOVA (One and Twoway), correlation and simple regression, experimental design. Minitab packaged used. Differential equations - revision of differential equations, Laplace transforms, solution of differential equations by series, applications. Textbook Smith, P.J. Into Statistics. Melbourne, Nelson, 1993 References Hogg, R.V and Ledolter, 1. Engineering Statistio. New York, Macmillan, 1989 Kreyszig, E. Advanced Engineering Mathematics. 7th edn, New York, Wiley, i993 Rade, L. and Westergren, B. Beta Mathematics Handbook. 2nd edn, Lund, Studentlitteratur, 1990 Ryan, B.F., Jo~ner, B.L. and Ryan, T.A. Minitab Handbook, 2nd edn, Boston. PWS-Kent, 1992 Stroud, K.A. Engineering Mathematics: Programmes and Problems. 3rd edn, London, Macmillan, 1987 Stroud, K.A. Further Engineering Mathematics: Programmes and Problems. London, Macmillan, 1986 Thomas, G.B. and Finney, R.L. Calculus and Analytic Geometry. 8th edn, Reading, Mass., Addison Wesley, 1992 5~378 Design and Measurement 3 No. of hours per week: four hours day-time Prerequisite: SM278 Assessment: continuous Subject aims and description A stage three, first semester subject in research design and statistical analysis that is designed to complement concurrent and future studies in psychology. In this subject the topics included in SM278 are extended and further topics in design and analysis are considered. The SPSS package will be used to perform the various statistical analyses. Topics to be studied include correlation and an introduction to multiple regression, analysis of covariance and factor analysis. References Ferguson, G.A. Statistical Analysis in Psychology & Education. 5th edn, New York, McGraw-Hill, 1981 Kerlinger, F. N. and Pedhazur, E.J. Multiple Regression in Behavioural Research, 2nd edn, New York, Holt Rinehart and Winston, 1982 Norusis, M. SPSS-X. IntroductoryStatistics Guide. Chicago, Ill., SPSS Inc., 1990 Norusis, M. SPSS/PC+ Studentware Plus. Chicago, Ill., SPSS Inc., 1991 Roscoe, J. T. Fundamental Research for the Behavioral Sciences. 2nd edn, New York, Holt Rinehart and Winston, 1975 SM381 Linear Algebra and Geometry 10 credit points No. of hours per week: three hours Prerequisite: SM 180 Assessment: tests/examination and assignments Note: In any year there will be offered either SM383 only, or one or both of SM381 and SM480. Students may not receive credit for both SM383 and SM381 or SM480. Subject description Spaces of vectors and linear equations: real n-dimensional space; linear dependence of vectors; vector spaces, subspaces and bases; inner product and orthogonality; Gramm-Schmidt process; convex sets. Spaces of solutions for linear equations. Matrices: rank; elementary operations and equivalence; nullspace and range. Matrices as operations on vector spaces. Square matrices: eigenvalues and eigenvectors; similarity of simple matrices; real symmetric matrices; applications including quadratic forms, Markov chains. Linear operations on 2- and 3-dimensional spaces: elementary types; geometry of projections, rotations and reflections. General linear and non-linear operations on finite dimensional spaces; geometric aspects of linear and affine functions; affine approximations to non-linear functions. Computational aspects of matrix and related problems. Applications of matrix methods e.g. in computer graphics and in statistics. Textbooks and References Hohn, F.E. Elementary Matrix Algebra. 3rd edn, New York, Macmillan, London, Collier Macmillan, 1973 Johnson, R.A. and Wichern, D.W. Applied Multivariate Statistical Analysis. 3rd edn, Englewood Cliffs, N.J., Prentice Hall, 1992 Mathematics Department notes Mortenson, M.E. Computer Graphics. Oxford: Heinemann Newness, 1989 Searle, S.R. Matrix Algebra Useful for Statistics. New York, Wiley, 1982 ~ ~ 3 8 3 Mathematics 2 10 credit points No. of hours per week: three Prerequisite: nil Assessment: tests/examination and assignments Note: In any year there will be offered either SM383 only, or one or both of SM381 and SM480. Students may not receive credit for both SM383 and SM381 or SM480. Subject description Ordinary differential equations: first-order linear; homogeneous, exact; second-order linear; numerical methods of solution. Ordinary difference equations: first and second-order linear with constant coefficients. Introduction to partial differential equations.
Spaces of vectors and linear equations: linear dependence; subspaces and bases. Matrices: rank; equivalence; nullspace and range. Square matrices: eigenvalues and eigenvectors; similarity; diagonalisation of simple matrices. Infinite sequences; tests for convergence; recurrence relations Infinite series; tests for convergence; Taylor series; applications. Functions of several variances; linear and quadratic approximations to general functions; stationary points; Taylor polynomials. ~ ~ 3 8 7 lntroduction to Optimisation 10 credit points No. of hours per week: three hours Prerequisites: nil Assessment: assignments and examination Subject description Linear and integer programming, simplex method, transaortation and assiqnment alqorithms, branch and bound methbds, determini~tic~~namic programming. Computer packages such as SAVOR, Lotus 123/PROPS may be - used. Y. 5. &?. Textbooks and References Journal of the Operational Research Society Ravindran, A,, Phillips, D.T. and Solberg, J.J. Operations Research, Principles and Practice. 2nd edn, New York, Wiley, 1987 Winston, W.L. Operations Research: Applications and Algorithms. 3rd m edn, Belmont, Calif., Wadsworth, 1994 I rn ~ ~ 3 8 8 Forecasting and Regression G. 10 credit points No. of hours per week: three Prerequisites: SM 185, SM288 Assessment: testdexamination and assignments u Subject description . Forecasting: lntroduction to time series forecasting, data la patterns, moving average methods, exponential smoothing methods, calculation of seasonal indices using decomposition methods, ad hoc forecasting methods, measures of accuracy. Mean Absolute Deviation, confidence intervals, analysis of error terms, computer packages such as Excel and QSB+ may be used. Regression: Linear (single predictor) models, residual plots, checking of assumptions, tests and co-fidence intervals for parameters. Computer packages such as Minitab may be used. Case Studies The students working in groups tackle an unstructured case study related to a practical situation. The case studies are drawn from consulting activities conducted by Operation Researchers and have been carefully modified for student use. An oral preliminary report on each group's progress towards a solution is expected. Before the end of the semester both oral and written reports on their proposed solution are presented. References Johnson, R. and Bhattacharyya, G. Statistics: Principlesand Methods. 2nd edn, New York, Wiley, 1992 Winston, W.L. Operations Research: Applications and Algorithms. 3rd edn, Belmont, Calif., Wadsworth, 1994 ~ ~ 3 9 3 Engineering Mathematics No. of hours per week: two hours Instruction: integrated instruction and practice Subject aims and description Numerial solution of linear and non-linear algebraic equations, introduction to finite difference methods for ordinary and partial differential equations, applications. Fourier Series and partial differential equations. References Greenberg, M.D. Foundations ofApplied Mathematics. Englewood Cliffs, N.J., Prentice Hall, 1978 Hausler, E.P. Lepack User's Guide and Software. Version 2, Hawthorn, SIT, 1989 Kreyszig, E. Advanced Engineering Mathematics. 7th edn, New York, Wiley, 1993 Rade, L. and Westergren, B. Beta Mathematics Handbook. 2nd edn, Lund, Studentlitteratur, 1990 Smith, G.D. Numerical Solution of Partial Differential Equations: Finite Difference Methods. 3rd edn, Oxford, Clarendon. 1985 ~ ~ 3 9 4 Engineering Mathematics No. of hours per week: three hours Prerequisites: SM299 Engineering Mathematics Instruction: lecturedtutorials Assessment: examination /tutorial assignments Subject aims This subject aims to provide the fundamental numerical techniques and the tools of discrete mathematics which are indispensable to the modern engineer. Subject description Numerical methods - numerical solution of linear and nonlinear algebraic equations, introduction to finite difference methods for ordinary and partial differential equations, applications. Z transforms - an introduction to the 2-transforms and its properties. Discrete mathematics - mathematical logic, counting methods, recurrence relations, applications. Prescribed course material Hausler, E.P. lntroduction to Numerical Computing. Hawthorn, Vic.. Swinburne Institute of Technology, 1992 Rade, L. and Westergren, B. Beta Mathematics Handbook. 2nd edn, Lund, Studentlitteratur, 1990 Steiner, J.M. and Clarke, G. T. Discrete Mathematics. 1991 References Hausler, E.P. Lepack User's Guide and Software. 1991, (optional) Knuth, D.E. The Art of Computer Programming. Volume 1, 2nd edn, Fundamental Algorithms, Addison-Wesley, 1991 Skvarcius, R. and Robinson, W.B. Discrete Mathematics with Science Applications. Menlo Park, Calif., Benjamin/Cummings, 1986 Smith, G. D. Numerical Solution of Partial Differential Equations: Finite Difference Methods. 3rd edn. Oxford, Clarendon Press, 1985 Strum, R.D. and Kirk, D.E. First Principles of Discrete Systems and DigitalSystems Processing. Reading, Mass., Addison-Wesley, 1989
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Swin burne University of Technology
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Sections General University lnforma
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Coat of Arms The coat of arms, conf
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Teaching Sectors Swinburne has two
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lnformation Systems Pro Vice-Chance
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0 c Administration and services Acc
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C =j Computer Services and % lnform
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cl m Swinburne Graduate Research 3
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Hawthorn Campus Campus Librarian B.
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Multi-modal Learning Multi-modal Le
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The following services are availabl
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For more information regarding stud
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The Corner Cafe Located on the corn
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Intercampus and elite sport As a un
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Composition of Academic Board The B
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- 2 u Masters by thesis can be unde
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HECS Payment Options Students have
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A withdrawal made after the dates s
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At this staqe, the Centre is engage
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The Laboratory has a major collabor
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Centre for Urban and Social Researc
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Master of Arts Counselling Psycholo
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S.R. Sicilia, BSc(Hons), PhD(Mon),
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Courses offered in the Division of
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E. A091 Master of Organisation Beha
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o 5. g. 2. m Carlton and United Bre
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The Associate Degree generally invo
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Mooroolbark campus Edinburgh Road,
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(ii) AJ202 Communication in Japanes
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AM205 Special Issues in Media AM206
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Co-major in Psychology and ~s~cho~h
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Selecting one of these options in c
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Computing Stage one (core subject)
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BC331 BE220 EL220 EL221 Taxation Ma
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A064 Bachelor of Business (Honours)
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Course objectives To widen the oppo
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yo73 Graduate Certificate in Traini
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Standards of progress A sub-committ
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There are three broad aims of this
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2. have equivalent overseas qualifi
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~088 Graduate Diploma in Korean The
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The course is broken into three dis
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s 2. a Graduates of this course wil
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ResearchIProject Clusters IT903 Sof
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~092 Master of Arts in Japanese The
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Core subject AL408 From Book to Fil
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mi02 Subject details understanding
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~ ~ 3 0 8 ltalian Business Practice
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~ ~ 2 0 2 Data Usage and Interpreta
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-. ~ ~ 1 0 2 Theories of the Univer
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of Queensland Press, 1983 Gare, A.
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4103 Japanese 1A No. of hours per w
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~1303 Japanese 3C No. of hours per
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~ ~ 4 0 4 Japanese Business and Ind
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~ ~ 2 0 5 Korean 2A No. of hours pe
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~ ~ 4 0 7 Korean Politics B No. of
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~ ~ 3 0 4 Cross-cultural Perspectiv
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AM^ 12 Radio Management No. of hour
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o especially given the current legi
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References Barr, T. The Electronic
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References Dittmar, L. and Michaud,
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~ ~ 2 0 0 Advanced Australian Polit
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0 5. g politics of modern industria
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AS~OO Urban Sociology No. of hours
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I K References Grenville, K. The Wr
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Students will read and analyse text
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Reference McKnight, J. and Sutton,
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Confidentiality, report writing and
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g Other issues that may be covered
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-. 0 At the end of the fourth year
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Textbooks Earl, M.J. Management Str
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E. Subject description Topics cover
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The subject makes extensive use of
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Subject description A selection of
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~c6os lnvestment Management Prerequ
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~~222 Industry and Government No. o
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~ ~ 3 3 4 lnternational Trade No. o
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Subject aims To provide students wi
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0 -. This subject may include some
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\ Students must submit their propos
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Textbooks and references It is unli
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Qualitative methods of research wil
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~~330 Advanced Company Law No. of h
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~ ~ 2 2 0 Market Behaviour No. of h
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Specific aims to examine the Austra
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Textbooks Stanton, W., Miller, K. a
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to develop marketing plans to explo
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The emphasis of this subject is on
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eqsoo Research Methodology No. of h
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~~220 Data Analysis and Design No.
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~~227 Programming 1 B No. of hours
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6~400 lnformation Systems Honours S
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have a good understanding of the te
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~~521 User End Computing No. of hou
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References Gilb, T. Principles of S
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At the end of the course the studen
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a strategic planning methodology fo
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y. - ~~625 Computing - Business App
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-. ~~713 The Entrepreneurial Organi
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References Golis, C. Enterprise & V
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listen and look for innovative chal
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Division of Science, Engineering an
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Staff - Division of Science, Engine
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Mathematics Education Resource Cent
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Swinburne Centres Associated with D
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Exemptions are granted by the Divis
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Engineering courses Advice to prosp
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1.3 For all engineering graduate di
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Assessment irregularity Cheating an
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Industry Based Learning (Cooperativ
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Software Practice 1 Competition Pri
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Associate Diploma of Applied Scienc
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Year 4 semester 1 SM708 Industry Ba
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Computer Science Electives Elective
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Applicants who do not satisfy the a
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Applicants who do not satisfy the a
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Prerequisites (entrance 1995) Units
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2065 Honours Year in Computer Scien
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Career potential The course aims to
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Career potential At present, about
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Communication and Electronic Engine
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Fifth year Core Subjects Sem 1 MM50
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lndustrial Design Bachelor of Desig
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Electives Four elective subjects ar
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cog2 Graduate Diploma in Constructi
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Course structure Semester 1 Seml MM
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Year 3 Semester 1 Elective Unit (Fi
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Management Topics CE690 Civil Eng.
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zoo1 Applied Science Programs are o
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85141 Introductory Law 5 credit poi
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This subiect covers topics such as:
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~ ~ 2 5 6 Structural Design No. of
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~ ~ 2 9 7 Management No. of hours p
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Finance: introduction to business f
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~ ~ 4 7 7 Construction This subject
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Acts and regulations: analysis of r
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Bridge construction: steel, reinfor
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Legal system in Australia, sources
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~ ~ 4 9 1 Biochemical Engineering N
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~~282 Communication Principles No.
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~~383 Electromagnetic Fields No. of
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~~403 Engineering Project Managemen
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~~475 Electrical Power and Machines
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~~502 Management Practice No. of ho
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~~563 Advanced Computer Techniques
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~~744 Design and Project No. of hou
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EFI~O Engineering Physics No. of ho
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GD220 Theory of Representation No.
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IDIO~B Workshop Techniques 1A No. o
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lo205 Design History 1B Prerequisit
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support chosen solutions. This seme
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1~607 Design Research Skills No. of
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ITIOS Behaviour and Communications
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1~401 Industry Based Learning 50 cr
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Industry Based Learning 2 50 credit
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1~916 Programming the User Interfac
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Resources for lnformation Systems D
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Food processing. Freezing, storage
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MFI~I Aircraft General Knowledge 1
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~ ~ 2 3 1 Aircraft General Knowledg
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~ ~ 3 4 0 Advanced Aerodynamics No.
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Heat transfer. One dimensional stea
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Fluid Mechanics: Fundamental concep
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Semester two aims to extend earlier
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~ ~ 3 2 Energy 0 Systems No, of hou
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Page 354 and 355: Structured programming in Turbo PAS
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Page 370 and 371: Sterilisation methods: a wide range
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Page 374 and 375: distillation, physical measurements
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Page 378 and 379: ~ ~ 7 4 0 Chemistry of Surface Coat
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Page 392 and 393: 5~687 Applications of Modelling 10
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Page 398 and 399: SMI 200 Mathematics 1 10 credit poi
Page 400 and 401: 2D polar coordinates Definitions: G
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Page 406 and 407: ~~5.27 Neurophysiology of the Norma
Page 408 and 409: Semiconductor devices and circuits,
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Page 412 and 413: ~~1200 Physics 10 credit points per
Page 414 and 415: ~~5609 Physics 5-6 6 credit points
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Page 418 and 419: SQSOO Concurrent Programming 10 cre
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Page 422 and 423: ~ ~ 9 0 8 Honours Computer Graphics
Page 424 and 425: Procedures Procedures Relating to S
Page 426 and 427: Standard subject A program of study
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19.6 If the student is not satisfie
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7.3 7.4 7.5 7.6 The Appeals Committ
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1.8 The University will establish a
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3.7 The Student Network Discipline
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Where the thesis has only one volum
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5. Duration 8. Progress 5.1 The can
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.......................... Abstudy
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Planning and Policy ...............
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lnformation Technology Bachelor of
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Organisation Behaviour ............
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Mechanical and Manufacturing Engine
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Industrial Chemist~y/Biochemist ...
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Prahran campus Department Building
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