(Prof. Francis, Prof. Whitton, Dr Clyde, Mr Rotenberg, Mr Jones) A course of three lectures per week with drawing оffiсе work.
Students entering for the first time will be required to attend an introductory course of two weeks' duration; commencing on Monday, a1 February 1966.
SYLLABUS
(a) Descriptive Geometry and Engineering Drawing. A course of about z3 lectures.
The use of drawing instruments, conventional engineering drawing practice and its principles. Descriptive (solid) geometry, including projections and sections of solids.
Problems relating to planes, interpenetration and development of surfaces.
(b) Statics and Graphics. A course of about az lectures.
Analytical and graphical treatment of statics. Co-planar and non-co-planar force systems, forces in framed structures. Graphical presentation of engineering information.
Shear force, thrust, torque and bending moment diagrams. Graphical differentiation and integration. First arid second moments of area, controid and centres of gravity.
(c) Engineering Background. "A series of about 6 lectures.
The engineering courses and their relationship to developments, past, present and future.
DRAWING OFFICE WORK
Four hours per week throughout the year.
Students must procure the following set of drawing requisites before the course commences:
1. Set of drawing instruments.
Engineers should obtain a good set as it will be constantly required throughout the course and probably after graduation.
The set must contain :
Compasses—with pen and pencil attachment, and extension arm.
Pen and pencil spring bows.
Ruling pen.
z. One io in. slide rule with ABCD, Sin, Tan, log-log scales—preferably Darmstadt pattern.
3. Celluloid set squares.
One io in. adjustable set square.
One 6o degrees set square, io in. size or larger (bevel edge).
4. One celluloid protractor 5 in. diameter or larger—preferably full circle type.
5. One French curve.
6. Scales.
One 12 in. scale, graduated пΡ3 in., з
in.,
-' љ in.,`
and mm.units.
7. Pencils—good quality drawing pencils.
F (z required), H (z required), 4H and 5H
or
6Н.8. One hard eraser, one artgum, one eraser shield.
9. One small fine file (5 in. smooth warding file) or sand-paper block.
lo. Indian ink. Pen and nibs (303 Gillott).
11. One roll of drafting tape.
BOOKS
(a) Recommended for preliminary reading:
Grinter, L. E., Engineering Preview. (Macmillan.)
Hogben, L. T., Science for the Citizen. (Allen and Unwin.) Huxley,
J.,
Uniqueness of Man. (Chatto & Windus.) Shute, N., Slide Rule. (Heinemann.)Kirby, R. S., et al., Engineering in History. (McGraw-Hill.) (b) Prescribed text-books:
•Meriam, J. L., Mechanics, Part I, Statics. (Wiley.)
•Institution of Engineers (Australia), Australian Standard Engineering Drawing Practice.
(A.S. No. CZ. 1, 1941.)
"Slabу, S. M., Descriptive Geometry. (Barnes & Noble.) (c) Recommended for reference:
A list of references will be supplied in lectures.
EXAMINATION
Two 3-hour papers for Pass and Honours combined. In order to pass the subject, students must reach a satisfactory standard in both the drawing-office work and in each section of the written papers.
556. ENGINEERING DESIGN PART I (Mr Lewis)
A course of 18 lectures and about 44 hours' drawing office work throughout the year.
SYLLABUS
General approach to design problems and criteria for functional failure. Design stresses, factors of safety and probability of failure. Use of standard specifications and codes.
Selection of materials. Design of components from first prindple and concepts of optimum design. Influence of manufacturing processes on design.
DRAWING OFFICE WORK
Students are required to prepare and submit design reports and drawings as required during the year. Work submitted will be assessed as part of the Annual Examination.
BOOKS
(a) Recommended for preliminary reading:
Boyd, R., The Australian Ugliness. (Pelican.)
Jewkes, J., Sawers, D. and Stillerman, R., The Sources of Invention. (Papermac.) Руе, D., The Nature of Design. (Studio Vista.)
Krick, E. V., An Introduction to Engineering and Engineering Design. (Wiley.) (b) Prescribed text-books
*Наll, A. S., Holowenko, A. R. Laughlin, H. G., Machine Design. (Schaum:) (с) Recommended for reference:
Maleev, V. L. and Hartman, J. B., Machine Design. (McGraw-Hill.) Marks, L. S., Mechanical Engineers' Handbook. (McGraw-Hill.) Matousek, R., Engineering Design. (Blackie.)
Parker, S., Drawings and Dimensions. (Pitman.) The following Specifications and Codes:
Rolled Steel Sections for Structural Purposes (AS--AI-194o) Welding Code AS—CAS-193g
and Int 352-1952
Helical and Straight Sрuг Gears BS-436-194o Engineering Drawing Practice BS-3o8-1964.
EXAMINATION
One 3-hour paper for Pass only. The drawing office work will be assessed in the deciding of the examination results.
586. ENGINEERING DESIGN PART I A
(Mr Lewis) .
A course of 16 lectures and 36 hours' drawing office work.
SYLLABUS
General approach to design problems and criteria for functional failure. Design stresses, factors of safety and probability of failure. Use of standard specifications and codes.
DRAWING OFFICE WORK
Preparation of a report, and drawings associated with the design of a unit of a chemical plant.
EXAMINATION
There will be no examination in this subject but the work done by students throughout the course will be assessed for examination purposes.
584. ENGINEERING DESIGN PART II (Mr Lewis, Mr Mansoor)
A course of about 24 lectures and 60 hours' drawing alice work.
SYLLABUS
Factors of safety and probability of failure. Application to ball and roller bearings.
Design for fatigue. Experimental data. Design of mechanical elements subject to alternating axial stress and alternating combined stress. Design of connections subject to fatigue loads. Surface fatigue.
Aspects of mechanical design for special operating conditions—creep, high rates of strain, low temperatures, ultra-high pressures.
Tolerance selection, limits and fits. Principles of limit gauging. Use of probability methods in tolerance selection.
Books
(a) Prescribed text-books:
Shigley, J. E., Mechanical Engineering Design. (and ed., McGraw-ill, ig63.) B S зо8-1964, Engineering Drawing Practice.
B S 1916-19", Limits and Fits. (Parts i and z) (b) Recommended for reference
:
Heywood, R. B. Designing Against Fatigue. (Chapman and Hall, 1962.) Sines, G. and Waisman, J. L., Metal Fatigue. (McGraw-Hill, 1959.) Eder, W. E. and Gosling, W., Mechanical System Design. (Pergamon, 1964.) EXAMINATION
One ;-hour paper for Pass and Honours. Work done during the year on design projects will be given due weight in assessing the standard of all candidates.
652. ENGINEERING DESIGN PART III (Mr Lewis, Mr Mansoor)
A course of about 24 lectures and 48 hours' drawing olke work.
SYLLABUS
The design process. Objectives and decision-making in engineering design. Procedures for optimization. Reliability, application of probability methods to design problems.
Design for interchangeability. Geometrical analysis of engineering designs.
An important part of this course is the practical work in engineering design. Students will be required to carry out one or two major design projects involving the application of studies undertaken elsewhere in the Mechanical Engineering course.
Bilks
(a) Prescribed text-books:
Asimow, M., Introduction to Design. (Prentice-Hall, 1962.) B S 308-1964, Engineering Drawing Practice.
(b) Recommended for reference:
von Alven, J., (ed.), Reliability Engineering (Aeronautical Research Incorporated, 1964.) Hall, A. D., A Methodology for Systems Engineering. (Van Nostrand, 1963.)
Numerous references to specialized subjects in Engineering Design will be given through.
out the course.
EXAMINATION One ;-hour paper.
Work done during the year on design projects will be given due weight in assessing the standard of all candidates.
653. ENGINEERING DESIGN PART III (INDUSTRIAL) (Mr Lewis, Mr Mansoor)
Three hours per week of drawing office work and some lectures for the first half of the year.
SYLLABUS
Product design with special attention to sales potential, cost of production and selection of suitable production methods.
BOOKS
Recommended for reference:
Baldwin, E. N. and Niebel, B. W., Designing for Production. (Irwin.) Bolz, R., Production Processes—Their Influence on Design. (Penton.)
Bowman, E. H. and Fetter, R. B., Analysis for Production Management. (Irwin.
EXAMINATION
The Design Project will be used to assess the standard of all candidates.
92
574. ENGINEERING DESIGN (MINING) A course of z lectures and about 40 hours' drawing offiсе work.
SYLLABUS
Analysis of determinate and simple indeterminate structures. Structural properties of steel, concrete and timber. Codes of practice. Design of beams, slabs, columns . and connections.
DRAWING OFFICE WORK
Students are required to prepare and submit during the year original designs based on the lecture course. Work submitted will be assessed as part of the Annual Examination.
BOOKS
(a) Prescribed text-books:
Timoshenko, S. and Young, D. H., Theory of Structures. (McGraw-Hill.)
Cowan, H. J. and Smith, P. R., Design of Reinforced Concrete. (Angus & Robertson.) (b) Recommended for reference:
Pearson, R. G., Kloot, N. H. and Boyd, J. D., Timber Engineerińg Desigń Handbook.
(C.S.I.R.O. and M.U.P,)
Faupel, J. H., Engineering Design. (Wiley.) EXAMINATION
One 3-hour paper. The results of practical work done during the year will be assessed as part of the examination.
560. ENGINEERING MATERIALS (Dr Osborn)
A course of approximately :36 lectures and 36 hours' practical work.
SYLLABUS
1. Structure and Physical Properties: Elementary solid state physics. Crystallography.
Metals, ceramics, organic polymers; liquids and gases. Atomic vibrations—thermal properties. Multiphase materials. Alloys, heat treatment of steel, surface treatments;
age-hardening. Natural rocks and soils. Timber. Sintered products; concrete; chemistry of cement.
2. Engineering Properties and Behaviour: Elasticity and' plasticity in crystalline solids.
Dislocations. Work-hardening and annealing.. Yield points, strain ageing, brittle fracture.
Tensile, hardness, notched-bar, creep, fatigue tests. Friction and wear.
BOOKS
(a) Preliminary reading:
Alexander, W. and Street, A., Metals in the Service of Man.' (Pelican.) (b) Prescribed text-book:
*Wulff, J., (ed.), The Structure and Properties of Materials, Vols. I, II, III. (Wiley.) (c) Recommended for reference :
Van Vlack, L. H., Elements of Materials Scieńce. (and ed., Addison-Wesley) Cottrell, A. H., The Mechanical Properties of Matter. (Wiley.)
Jastrzebski, Z. D., Nature attd Properties of Engineering Materials. (Wiley.) Jaeger, J. C,. Elasticity, Fracture. and Flow. (Methuen.)
Tewksbury Symposium on Fracture. (Eng. Faculty, Univ. of le1b.) Sproull, R. L., Modern Physics. (Wiley.)
EXAMINATION One 3-hour paper.
All work done in connection with practical work, problem sheets and test papers will be taken into account in assessing the results of the Annual Examination. All records made during the year should be retained for submission if required in connection with the Annual Examination.
93
553. ENGINEERING MATHEMATICS PART I
A course of four lectures and two hours' tutorial and practice classes per week through- out the year.
Preliminary reading: At least two of the following:
Turnbull, H. W., The Great Mathematicians. (Methuen.)
Dantzig, T., Number, the Language of Science. (Allen and Unwin or Anchor.) - Smeltzer, D., Man and Number. (Blackie.)
Kline, M., Mathematics in Western Culture. (Allen and Unwin.)
Rademacher, H. and Toeplitz, 0., The Enjoyment of Mathematics. (Princeton U.P.) Abbott, A, Flatland. (Macmillan or Dover.)
Titchmarsh, E. C., Mathematics for the General Reader. (Hutchinson.) SYLLABUS
1. Sets, Algebras. Number systems; elementary number theory; complex numbers. Graphs.
Limits. Vectors. Introduction to linear algebra and probability. Approximations. Com- putations—arithmetical, graphical and mechanical. -
Z. Geometry. Polyhedra. Solid angles. Plane and solid analytical geometry. Elementary topology, projective geometry and non-euclidean geometry.
3. Calculus. Integration and differentiation; geometrical and physical applications. Series expansions. Partial differentiation. Simple differential equations; physical and chemical applications.
4. Dynamics. Idealizations of physical systems. Principles of mechanics. Motion of a particle, of a system of particles and of rigid bodies.
Students will be expected to learn to use manual calculating machines.
BOOKS
(a) Prescribed text-books:
Courant, R. and Robbins, H., What is Mathematics? (O.U.P.)
Kemeny, J. G., Snell, J. and Thompson, G., Introduction to Finite' Mathematics. (Prentice- Hall.)
Thomas, G. В., Calculus and Analytic Geometry. (Addison-Wesley.) or Kells, L. M., Analytic Geometry and Calculus. (Prentice-Hall.)
Christie, D. E., Vector Mechanics. (McGraw-Hill.)
or Bullen, K. E., Introduction to the Theory of Mechanics. (Science Press.) Kaye, G. and Laby, T., Four Figure Mathematical Tables. (Longmans.) or Knott, C., Four Figure Mathematical Tables. (Chambers.)
(b) Recommended for reference:
Allendoerfer, C. В. and Oakley, C. O., Principles of Mathematics. (McGraw-Hill.) Kemeny, J. G., Mirkil, H., Snell, J. and Thompson, G. L., Finite Mathematical Structures.
(Prentice-Hall.)
Courant, R., Differential and Integral Calculus, Vol. I. (Blackie.) Tuckeyy, C. O. and Armistead, W., Coordinate Geometry. (Longmans.) Randolph, J. F., Calculus. (MacmiIlan.)
Caunt, G. W., Infinitesimal Calculus. (Oxford.)
Weatherburn, C. E., Elementary Vector Analysis. (Bell.)
Synge, J. L. and Griffith, B. A., Principles of Mechanics. (McGraw-Hill.) Brand, L., Vectorial Mechanics. (Wiley.)
EXAMINATION
Two 3-hour papers for Pass and Honours; the work done in tutorials, practice classes and on test papers will also carry some weight.
557. ENGINEERING MATHEMATICS PART II A course of two lectures and two practice classes per week throughout the year.
PRELIMINARY READING
At the beginning of the year, some knowledge will be required of at least two of Sawyer, W. W., Prelude to Mathematics. (Pelican.)
Struik, D. J., A Concise History of Mathematics. (Bell or Dover.) Northrop. E. P., Riddles in Mathematics. (Pelican.)
Adler, I., Thinking Machines. (Signet.) -
94
Polya, G., How to Solve It. (Anchor Books.) Pedoe, D, The Gentle Art of Mathematics. (Pelican.) SYLLABUS
1. Vector Analysis. Differentiation and integration of scalar and vector point functions.
Vector fields.
2. Complex Functions. Exponential and related functions. Periodic phenomena.
3. Integration. Reduction formulae. Improper integrals.
4. Differential Equations. Standard types of equations of first and second orders. Linear equations with constant coefficients, of second and higher orders, and simultaneous systems.
5.InfInite Series. Convergence, and the elementary tests for positive term series. Absolute convergence. Power series and their use in approximate calculations.
6. Functions of Several Real Variables. Multiple integrals. Differentials. Stationary values.
Line integrals.
7. Boolean Algebra.
BOOKS
Recommended for reference
1. Hague, В., An Introduction to Vector Analysis. (Methuen.) Gans, R., Vector Analysis. (Blackie.)
Weatherburn, C. E., Advanced Vector Analysis. (Bell.) Skilling, H. H., Fundamentals of Electric Waves. (Wiley.)
z. Durell, C. V. and Robson, A., Advanced Trigonometry, Chs. VIII to XIII. (Bell.) Siddens, A. W. and Hughes, R. T„ Trigonometry, Part IV. Ch. XVII. (C.U.P.) Maxwell, E. A., Analytical Calculus, Vol. II. Ch. XI. (C.U.P.)
Bowman, F., Elementary Algebra, Part II. Chs. XLIII, XLIV. (Longmans.) 3, 4, 5 and 6. Kells, L. M., Analytic Geometry and Calculus. (Prentice-Hall.)
Osgood, W. F., Advanced Calculus. (Macmillan.)
Courant, R., Differential and Integral Calculus, z vols. (BiacIde.) Jaeger, J. C., Introduction to Applied Mathematics. (O.U.P.) Reitin, F. E., Applied Differential Equations. (Blackie.)
Thomas, G. B., Calculus and Analytic Geometry. (Addison-Wesley.)
5. Bowman, F., Elementary Algebra, Part II. Chs. XXXVIII to XLI. (Longmans.) Durei!, C. V. and Robson, A.. Advanced Algebra, Vol. II. Ch. XIV. (Bell.) Green, J. A., Sequences and Series. (Routledge and Kegan Paul.)
7. AIlendoerfer, C. B. and Oakley, C. O., Principles of Mathematics, Chs. t and 13..(McGraw- Нill.)
Kemeny, J. G., Mirkil, H., Snell, J. L. and Thompson, G. L:, Finite Mathematical Structures.
(Prentice-Hall.)
Adler, I., Thinking Machines. (Signet.) EXAMINATION
One 3-hour paper for Pass and Honours; the work done in practice classes and on test papers will also carry some weight.
588. ENGINEERING MATHEMATICS PART II A
A course of two lectures and two practice classes a week for the first half of the year.
SYLLABUS
Preliminary reading
See under Engineering Mathematics Part II.
A selection of material from sections 1, 2,, 3, "4 and б of the syllabus in Engineering Mathematics Part II.
Í BOOKS AND EXAMINATION As for Engineering Mathematics Part II.
585. ENGINEERING MATHEMATICS PART III*
A course of two lectures and two hours' practice work per week throughout the year.
Subject to approval of previous mathematical performance.
95
PRELIMINARY READING
At the beginning of the year some knowledge will be required of at least two of the following:
Bell, E. T., Mathematics, Queen and Servant of Science. (Bell.)
Kasner, E. and Newman, J. R., Mathematics and the Imagination. (Simon and Schuster.) Sawyyer, W. W., A Concrete Approach to Abstract Algebra. (Freeman.)
Stabler, E. R., An Introduction to Mathematical Thought. (Addison-Wesley.) Bell, E. T., Men of Mathematics. (Pelican.)
or another of the books listed for preliminary reading for the previous year.
SYLLABUS
A selection of topics from the following:
1. Matrix Algebra. Linear transformations. Rank. Partitioning. Eigenvalues. Applications to vibrating systems, networks and dimensional analysis.
2. Vector Analysis. Integral transformations; physical applications. Curvilinear coordinates.
Potential theory.
з. Numerical Methods. Curve fitting by least squares. Orthogonal functions. Solution of equations. Finite differences; interpolation, differentiation, integration, solution of differential equations. Relaxation methods.
4. Transform Calculus. Fourier transforms. Laplace transforms. Solution of differential equations.
5. Functions of Real Variables. Functions defined by integrals and differential equations;
Bessel and Legendre functions. Partial differential equations. Difference equations.
6. Functions of a Complex Variable. Analytic functions. Conformal transformations. Lap- lace's equation.
7. Abstract Algebra. Groups. Fields. Boolean Algebra.
8. Computation.
Books
Recommended for reference:
Hildebrand, F. B., Advanced Calculus for Applications. (Prentice-Hall.
Pipes, L. A., Applied Mathematics for Engineers and Physicists. (McGraw-Hall.) Tropper, A. M., Matrix Theory. (Hanap.)
Pipes, L. A., Matrix Methods for Engineering. (Prentice-Hall.) Jaeger, J. C., Introduction to Applied Mathematics. (O.U.P.)
Jaeger, J. C., An Introduction to the Laplace Transformation. (Methuen.) Stuart, R. D., Fourier Analysis. (Methuen.)
Craig, E. J., Laplace and Fourier Transforms for Electrical Engineers. (Holt, Rinehart and Winston.)
Haberman, C. M., Engineering Systems Analysis. (Merrill.) Ramsey, A. S., Newtonian Attraction. (C.U.P.). .
Morris, M. and Brown, O. E.,' "Differential Equations. (Prentice-Hall.)
karman, T. and Bunt, M. A., Mathematical Methods in Engineering. (McGraw-Hill.) Birkhoff, G. and MacLane, S., A Survey of Modern Algebra. (Macmillan.) Scarborough, J. B•, Numerical Mathematical Analysis. (Johns Hopkins.). Hartree, D. R., Numerical Analysis (O.U.P.)
Jahnke, E. and Emde, F., Tables of Functions. (Dover.)
Langhaar, H. L., Dimensional Analysis and Theory of Models. (Wiley.) EXAMINATION
Two ;-hour papers for Pass and Honours,. together with prescribed computations during the course.
566. ENGINEERING MATHEMATICS PART III A A course of one lecture and an average of one hour practice work throughout the year.
PRELIMINARY READING One of the following books:
Bell, E. Т. Mathematics, Queen and Servant of Science. (Bell.)
Кasnеr, E. and Newman, J. R., Mathematics and the Imagination. (Simon and Šehuster.) or another of the books listed for preliminary reading for Engineering Mathematics
96
SYLLABUS
A selection
of
topics from the followingI. Matrix Algebra. Linear transformations. Inverse of à matrix.
2.. Vector Analysis. Integral transformations; equations of hydrodynamics, heat and electro- magnetism.
3. Laplace Transforms. Solution of linear differential equations with constant coefficients.
4. Differential Equations. Series solutions; Bessel functions. Simple. partial differential equations. Numerical solutions.
3-Functions
of
a Complex Variable. Analytic functions. Conformal transformations.6. Curve Fitting. Method of least squares. Fourier analysis.
7. Finite differences. Interpolation. Numerical integration. Linear difference equations.
8. Computation.
BooKs
Recommended for reference:
Pipes, L. A., Applied Mathematics for Engineers and Physicists. (McGraw-Hill.) Hildebrand, F. B., Advanced Calculus for Applications. (Prentice-Hall.) Jaeger, J. C., An Introduction to the Laplace Transformation. (Methuen.) Cohn, P. 1., Linear Equations. (Routledge and Keggan Paul.) . Scarborough, J. B., Numerical Mathematical Analysis. (Johns Hopkins.)
Bronwell, A., Advanced Mathematics in Physics and Engineering. (McGraw-Hill.) EXAMINATION
One 3-hour paper,. together with prescribed computations during the course, for Pass standard only. .
594-1. ENGINEERING MATHEMATICS PART III C .