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Differential equations - revision of differential equations, Laplace transforms, solution of differential equations by Laplace transforms, solution of differential equations by series, applications. Textbook Smith, k1. htro Statisrim. Melbourne, Australia: Thomas Nelson, 1993 References Hogg, R.V. and Ledolter, J. Engineering Statistics. New York: Macmillan. 1989 Kr-ig. E. Advanced Engineering Mathematics. 7th ed, New York: Wiley, 1993 Rade. L. and Westergren, 0. Beta Mathematics Handbook. 2nd ed, Lund: Studentlitteratur, 1990 Ryan, B.F., Joiner, B.L. and Ryan. T.A. Minitab Handbook. 2nd ed, Boston: WE-Kent, 1992 Strwd, K.A. Engineering Mathematics: Programmes and Problems. 3rd ed. London: MacMillan, 1987 Stroud, K.A. Further Engineering Mathematics. Programmes and Problems London: MacMillan, 1986 Thomas. G.B. and Finney, R.L. Calculus and Analytc Geometfy 8th ed, Reading, Mass.: Addison Wesley. 1992 SM393 Engineering Mathematics No. of hours per week: two hours Instruction: integrated instruction and practice A third-year subject in the degree of Bachelor of Engineering (Civil). Subject aims and description Numerical 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. fbundations of Applied Mathematio: Englewood Cliffs, N.J.: Prentice Hall, 1978 Hausler, E.P. Lepack User's Guide and Sohvare. Version 2, Hwthorn: SIT, 1989 Kreyszig, E. Advanced Engineering Mathematics. 7th ed, New York: Wiley, 1993 Rade, 1. and Westergren, B. Bera Mathematics Handbook. 2nd ed, Lund: Studentlitteratur, 1990 Smith, G.D. Numerical Solution of Partial Differential Equations: Finite Difference Methods. 3rd ed, Oxford: Clarendon, 1985 SM394 Engineering Mathematics No. of hours per week: three hours Prerequisites: SM299 Engineering Mathematics Instruction: lectures/tutorials Assessment: examination/tutorial assignments A third-year subject in the degree of Bachelor of Engineering (Engineering - undreamed). 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 non linear algebraic equations, introduction to finite difference methods for ordinary and partial differential equations, applications. Z transforms - an introduction to the Z-transforms and its properties. Discrete mathematics - mathematical logic, counting methods, recurrence relations, applications. Prescribed eourre mataria1 Hausler, €.I? lntroduction to Numerical Computing and Finite Difference Methods. 1990 Rade, L. and Westergren. B. Beta Mathematics Handbook. 2nd ed. Lund: Studentlitteratur. 1990 Steiner. J.M. and Clarke, G.T. Discrete Mathematics, 1991 References Hausler, E.P. Lepack's User's Guide and Sohare. 1991, (optional) Knuth, O.E. me Art of Computer Programming. Volume 1, 2nd ed: Fundamental Algorithms, Addison-Wesley, 1991 Skvarcius, R. and Robinson. W.B. Discrete Mathematics with Science Applications. Menlo Park, Calif.: BenjaminICummings, 1986 Smith, G.D. Numerical Solution of Partial Differential Equations: Finite Difference Methods. 3rd ed, Oxford: Claredon Press, 1985 Strum, R.D. and Kirk, D.E. First Principles of Discrete Systems and Digital Systems Processing. Addison-Wesley. 1989 SM395 Engineering Mathematics No. of hours per week: three hours Instruction: integrated instruction and practice A third-year subject in the degree of Bachelor of Engineering (Manufacturing). Subject aims and description Fourier series and partial differential equations. Numerical solution of linear and non-linear algebraic equations. introduction to finite difference methods for ordinary and partial differential equations, applications. References Hauser, E.F Lepack User's Guide. Faculty of Applied Science, Version 2, Hawthorn: SIT, 1989 Kreyuig, E. Advanced Engineering Mathematiu: 7th ed, New York: Wiley, 1993 Rade, L. and Westergren. B. Beta Mathematics Handbook. 2nd ed, Lund: Studentlitteratur, 1990 Smith, G.D. Numerical Solution of Partial Differential Equations: Finite Difference Methods. 3rd ed. Oxford: Clarendon, 1985 SM399 Engineering Mathematics No. of hours per week: three hours Instruction: integrated instruction and practice A third year subject in the degree of Bachelor of Engineering (Mechanical). Subject aims and description Fourier series and partial differential equations. Numerical solutions of linear and non-linear algebraic equations. Finite difference method for ordinary and partial differential equations. Matrix calculus. References Bronson, R. Matrix Methods: An Introducti,on. 2nd ed, Boston, Mass.: Academic Press, 1991 Hausler. E.F Lepack User's Guide and Software. Version 2, Hawthorn: SIT. 1989 ~r@zi~, E. Advanced Engineering Mathematics 7th ed, New York: Wiley, 1993 Rade, L. and Westergren, B. Bera Mathematics Handbook. 2nd ed, Lund: Studentlitteratur. 1990 Smith, G.D. Numerical Solution of Partial Differential Equations. 3rd ed, Oxford: Clarendon, 1985 SM493 Engineering Mathematics No. of hours per week: two hours A subject in the fourth year of the degree of Bachelor of Engineering (Civil). Subject aims and description lntroduction to finite element methods; a~oroximation. basis functions, quadrature, weighted residual h'ethods, ordinary and ~artial differential eauations. , -~ ~eferences Davies, A.J. The Finite Element Method: A Fimt Approach. Oxford: Oxford University, 1980 Easton, A.K., Robb, FJ. and Singh, M. Apploximdtmn and the Finite Element Method. 1993 Rade, L. and Westergren. 8. Beta Mathematics Handbook. 2nd ed, Lund: Studentlitteratur. 1990
SM494 Engineering Mathematics No, of hours per week: two hours Prerequisite: SM394 Engineering Mathematics Instruction: lecturesltutorials Assessment: exarninationltutorial assignment A fourth-year subject in all streams of the degree of Bachelor of Engineering (Electrical - unstramed). Subject aims To further dewlop the specialised mathematical analytical techniques used in the more advanced and specialised engineering subjects. Subject description Complex variables: elementary functions, geometry of the complex plane, mappings, complex differentiation, conformal mapping, potential problems, contour integration, residue theory, application to the evaluation of real integrals and inverjion of Laplace transforms. Curvilinear coordinates: revision of potential theory; general coordinate systems, coordinate surfaces, curves and vectors, orthogonal systems; grad, div, curl and Laplacian in orthogonal systems. Linear algebra: background, transmission matrices, vector spaces, solution of linear equations; the eigenvalue problem, the Cayley-Hamilton theorem, numerical evaluation using power method, characteristic impedance, propagation function; systems of linear differential equations, solution of first order systems by reducing to an eigenvalue problem, the phase plane, equilibrium, quadratic forms and matrices, Liapunov's direct method, linearisation of non-linear systems. Prescribed course material SM494 - Mathematics for Electrical Engineering. Department of Mathematics, Swinburne University of Technology, 1993 References Kreyszig, E. Advanced Engineering Mathematics. 7th ed, N.Y.: Wiley, 1993 Rade, L. and Westergren, B. Beta Mathematics Handbook: Concepts, Theorems, Methods, Algorithms, Formulae, Graphs, Tables. 2nd ed, Lund: Studentlitteratur, 1990 Spiegel. M.R. Theory and Problems of Complex Variables with An Introduction to Conformal Mapping and its Applications.2nd ed, New $ York: McGraw-Hill, 1974 C- C1 SM499 Engineering Mathematics 4 No. of hours per week: two hours rn 3 Instruction: integrated instruction and practice co. A fourth-year subject in the degree of Bachelor of , Engineering (Mechanical). I) (P Subject aims and description Introduction to finite element methods; approximation, basis functions, quadrature, weighted residual methods, ordinary and ~artial differential equations. riererences Davies, A.J. The Finite Element Method: A First Approach. Oxford: Oxford University Press. 1980 Easton, A.K., Robb, I?]. and Singh. M. Approximation and the Finite Element Method 1993 Rade, L. and Westergren, B. Beta Mathematics Handbook. 2nd ed, Lund: Studentlitteratur, 1990 sM741 Statistics and Reliability No. of hours per week: two hours A subject in the Graduate Diploma in Risk Management. Subject description ~re~uenc~ distributions; mean, median, mode, measures of dispersion. Probability. Probability distributions; binomial. noimal, Poisson and-weibull. ~ests of hypothesis and significance. Reliability mathematics; meantime between failures, failure rates, mortality curves, cumulative probability distributions. Boolean algebra and introduction to Fault Free applications. Review of applicable computational techniques. References Bajpai, A.C., Calus, I.M.. Fairley, J.A. Statistical Methods for Engineen and Scientists: A Student's Course Book. Chichester, Sussex: Wiley. 1978 O'connor, ED.T. Practical Reliability Engineering. 2nd ed. Chichester: Wiley, 1985 Rade, L. and Westergren, B. Beta Mathematics Handbook. 2nd ed, Lund: Studentlitteratur, 1990 SP294 Engineering Physics No. of hours per week: two hours for two semesters Prerequisite: EE188 Electronics, Circuits and Computing Instruction: lectures Assessment: examination/assignment A second-year subject in the degree of Bachelor of Engineering (Electrical- unstreamed). Subject aims This subject aims to develop in students a familiarity with selected areas of classical and modern physics, particularly those areas relevant to modern electrical engineering; to allow students to obtain a basic understanding of the properties and usage of materials that are relevant to electrical engineering. Subject description Relativity: inertial frames, covariance, constancy of speed of light, special relativity, space-time, mass and energy. Quantum mechanics: quantum phenomena, wave-particle, duality, probability and wave functions. Schroedinger's equatiorr and applications. Heisenberg uncertainty principle. Solid state physics: many body quantum mechanics, quantum statistics. Conduction in metals, zone and band theories, intrinsic semi-conductors. Extrinsic semi-conducton and devices. Optics: lasers and other light sources, modulators and detectors. Optical fibres as sensors and in communications. Holography and holographic devices. Nuclear physics: nuclear structure, properties, stability and reactions. Fission, fusion and nuclear power. Textbook Eisberg, R.M. and Resnick, R. Quantum Physics of Atoms, Molecules, Solids, Nuclei, and Particles. 2nd ed, New York: Wiley, 1985 SP419 Occupational Hygiene and Safety No. of hours per week: four hours Assessment: examination and assignments A subject in the Graduate Diploma in Chemical Engineering. Subject aims and description Environmental hazards Accident prevention. Work-related injuries including tenosynovitis, back and muscle injuries. Relationship of physical defects to employee safety. Stress in the workplace, measurement and alleviation. Noise and vibration. Physics of sound. Measurement and bioeffects. Hazard recognition, evaluation and control. Heat and ventilation. Measurement of dusts and fumes, bioeffects. Body temperature regulation, effects of heat and cold. Radiation: ionising and non-ionising (including ultra-violet, visible light, infra-red, radio frequency and lasers). Identification and bio-effects. Hazard assessment and control.
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1994 Calendar January 1 New Year's
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The information given in this Handb
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General University lnformation Coat
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Swinburne A proud history The 1992
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Swinburne Council Membership as at
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School of Innovation and Enterprise
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should be presented when making a p
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wanting to develop language skills
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Inter-libary Loans M. Wilkinson, As
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which have traditionally been domin
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Career Planning and Industry Liaiso
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Executive at the monthly meeting re
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Campus Computers - Student Union Co
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Swinburne Higher Education Division
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Bachelor of Design BDes* Graphic De
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Arts All Graduate Diplomas and High
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Refund of fees Later VTAC offer A s
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Swinburne Centres Centre for Animat
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Energy Systems Engineering Centre D
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esearch for contesting tax assessme
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n nl n Staff - Faculty of Applied S
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Application procedure Application f
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Employers of students benefit by ob
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Operations research Operations rese
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Career potential Using their knowle
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zos6 Computing and lnstrumentation
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Applicants who do not satisfy the a
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Prerequisites (entrance 1994) Units
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Semester 2 Course Work Subject 12.5
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9 n C lnstrumentation units SP541 S
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list may be augmented to meet stude
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Subject details ABZOO Knowledge Tho
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The rules of evidence: statutory an
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Subject aims To train students to:
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Subject aims To build upon the conc
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Textbooks To be advised IT904 The S
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1~934 Real Time Systems 12.5 credit
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s~z03 Building Standards 8.0 credit
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nutrition and growth. Types and com
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- w sc48 Environmental Science 12.5
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Subject description Selected experi
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~ ~ 6 9 0 Computers in Chemistry 6.
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E q g . SC 3' . Q sc739 Colloid Rhe
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Photon correlation spectroscopy, sm
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2 O K S l' u Q Statistics Mean and
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Discrete joint distributions of two
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Advanced forecasting The Box-Jenkin
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-n cu n Seminars Throughout the sem
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n al n Productivity Press, 1990 Saa
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sM747 Secondary Data Analysis 12.5
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Statistical packages Minitab, Versi
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Matrix algebra Matrices and matrix
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Subject description Forces and Ener
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n c_ SP424 Clinical Monitoring A 8.
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L ~~530 Scientific Instrumentation
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z' n 2 -0 o_ -. g Subject descripti
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Subject description Biophysical tec
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SPI 209 Physics 10.0 credit points
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n w n c .a Y sqloo Programming in A
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54306 Human-Computer Interaction 10
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documentation and system evaluation
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product risk analysis; costlbenefit
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Faculty of Arts Staff 128 Centres 1
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Courses offered Undergraduate Assoc
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1. Administration and management 2.
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made in writing to the Registrar as
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Course requirementslstructure To qu
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Stage 3 N302 Work Experience in Jap
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part in complementing studies in ot
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Sociology'also offers a Graduate Di
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(f) to prepare students for entry l
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~088 Graduate Diploma in Korean The
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Year 2 Semester 1 AY514 Development
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Course structure The program is a o
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ADI 08 Issues in Multicultural Aust
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AH101 History of ldeas No. of hours
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immunology and the rise of scientif
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Japanese characters and vocabulary
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Reference Halpern, J. New Japanese-
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Topics include political parties an
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References Brandt, Vincent, S.R. A
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Subject aims and description This s
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20th century the emphasis is on dev
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the cultural implications of new ch
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Subject aims and description This s
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AM504 Professional Production No, o
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Section 3 The Consciousness of the
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which many of Australia's most rece
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Methodology of Social Research No.
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References Grenville, K. The Writin
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References Dang, C.L. and Le, K.K.
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~ ~ I 4 Counselling 1 in the Human
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References Cormier, W.H. and Cormie
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Psychology of Work Organisational t
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econometric modelling - simple line
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sC174 Biology No. of hours per week
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Staff - Faculty of Business Dean M.
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General Faculty lnformation Enrolme
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Z E Standards of Progress 1. Preamb
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2 n Australian Computer Society Pri
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A business modelling major or minor
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Business Law Stage one (core unit)
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The following language units are st
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will have a recognised qualificatio
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Level 3 BT630 Data Base Management
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The core units are designed to prov
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will provide the professional manag
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Subject details AA312 European Comm
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88804 Management 5: (Management and
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n Textbook Rirson, G. et al. Busine
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emain in the years ahead when new i
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A BC~I 3 Investment Analysis No. of
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BE227 Environmental Economics No. o
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Applied Economics Honours Research
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to help students better appreciate
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BH334 Asian Business Prerequisite:
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2 immediately relevant to students.
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to dewlop an understanding of the n
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Z industrial conflict - penal power
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Case studies Case studies and discu
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e expected to submit their research
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-n to examine the development of in
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84223 Business Demography No. of ho
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expected to make extensive use of l
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~~223 lnformation Systems 1 No. of
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Subject aims and description Inform
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BT404 Computer Programming Subject
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They are used to produce pictures w
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BT602 lnformation Systems Managemen
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X 51 6 h Y 5, KT703 Introduction to
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Faculty of Engineering Staff 270 Co
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School of Innovation and Enterprise
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Graduate Diploma in Computer Integr
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Students who have completed a Certi
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Examinations and assessment Various
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Summer School in that subject. On t
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Account will be taken of performanc
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Major studies are offered in the fo
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mended subjects are those equivalen
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Course structure (1990 Syllabus) Ho
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YO91 Y091X YO95 YO01 Degree of Mast
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team participation and hence attend
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MOSS Bachelor of Technology (Aviati
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Hours per week Second year Sem 1 Se
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Entrance requirements (a) Normal en
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Course structure MM617 MM620 MM632
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Liaison with other council departme
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Road materials and tests: aggregate
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Plastic analysis of structures: app
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Introduction to the finite element
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cE490 Construction Management No. o
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Subject description A selection of
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CE693 Introduction to Contract Law
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~ ~ 4 9 1 Biochemical Engineering N
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A second-year subject in the degree
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Refraction, total internal reflecti
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EE456 Electrical Design No. of hour
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~~476 Electronics No. of hours per
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EE548 Communications No, of hours p
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References Electricity Council. Pow
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~ ~ 7 4 2 Computer Communications N
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Integrated voice, data and video ne
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EF624 Management Practice No. of ho
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Page 429 and 430: Energy Systems Engineering Centre .
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Page 435 and 436: Prahran Campus a~mt Bulldlng and Ro
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