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1996 Swinburne Higher Education Handbook

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MM331 Engineering Materials<br />

4 credit points 2 hours per week Hawthorn<br />

A third year subject in the Bachelor of Engineering<br />

(Manufacturing)<br />

Content<br />

Fracture mechanics plane strain fracture toughness testing;<br />

validity; examples of KIC analysis. Fatigue: lifee calculations<br />

and analyses. Fibre composite materials: fabrication and<br />

manufacture; metal matrix composites; high temperatures,<br />

high strength composites. Design of cellular solids, including<br />

the facing core, and their adhesion: analytical design;<br />

empirical design; critical failure modes. Laminate composite<br />

analysis; analysis using computer packages. Advanced<br />

ceramics: characterisation of ceramics; surface flaws;<br />

statistical distribution; Webull modulus; strengthening of<br />

ceramics; design and selection of advanced ceramics for<br />

structural and high temperature applications. Surface<br />

engineering: nature of wear; testing and evaluation for wear<br />

resistance; quantitative description of wear; review of<br />

industrial systems for modification of surfaces.<br />

Recommended reading<br />

Ashby, M.F. and Jones, D.R.H., Engineering Materials. vols I<br />

(1986) and I1 (1988), London, Pergamon Press<br />

Metals <strong>Handbook</strong>. 9th edn, ASM, Metals Park, Ohio, U.S.A., 1985<br />

Broek, D., Elementary Engineering Fracture Mechanics. 4th rev.<br />

edn, Boston, Nijhoff, 1987<br />

Hertzberg, R.W., Deformation and Fracture Mechanics of<br />

Engineering Materials. 3rd edn, New York, Wiley, 1989<br />

MM340 Applied Mechanics<br />

7 credit points 3 hours per week Hawthorn<br />

Assessment: a three hour examination, assignment/<br />

laboratory<br />

A third year subject in the Bachelor of Engineering<br />

(Mechanical)<br />

Content<br />

Solid mechanics<br />

Extension of earlier studies of stress, strain and deflection of<br />

elastic systems and introduce the concepts of yielding,<br />

failure and deformation beyond the elastic limit.<br />

Vibrations<br />

A basic course in vibrations covering the response of one,<br />

two and multi degree of freedom discrete linear system (with<br />

and without damping) to free, transient and steady state<br />

harmonic forcing.<br />

Recommended reading<br />

Benham, P.P. and Crawford, R.J., Mechanics of Engineering<br />

Materials. Harlow, England, Longmans Scientific & Technical<br />

1987<br />

Thomson, W.T., Theory of Vibrations with Applications. 3rd edn,<br />

London, Unwin Hyman, 1988<br />

Fenner, R.T., Mechanics of Solids. Oxford, Blackwell, 1989<br />

Alexander, J.M., Strength of Materials. Chichester, Horwood,<br />

1981<br />

Ford, H., Advanced Mechanics of Materials. London, Longman,<br />

1963<br />

Bishop, R.E.D., Vibration. 2nd edn, Cambridge, Cambridge<br />

Univ. Press, 1979<br />

Rao, SS., Mechanical Vibrations. 3rd edn, Reading, Mass.,<br />

Addison-Wesley, 1990<br />

Steidel, R.F. An Introduction to Mechanical Vibrations. 3rd edn,<br />

New York, Wiley, 1989 (particularly for tutorial examples)<br />

MM341 Mechanics and Machine Systems<br />

14 credit points six hours per week Hawthorn<br />

A third year subject in the Bachelor of Engineerng<br />

(Mechanical)<br />

Objectives<br />

This subject is designed to provide students with a basic<br />

course on structural design, vibration analysis and classical<br />

analysis and control of linear systems.<br />

Content<br />

Mechanics of Materials<br />

Deflection of statically determinate and in determinate<br />

beams. Deflection and forces in plane structures. Buckling<br />

and instability of columns, rings and tubes. Torsion and<br />

shear in thin walled open sections.<br />

Mechanics of Machines<br />

Free and forced vibration of single DOF system with linear<br />

viscous damping.<br />

Transmissibility and Dyamic magnification. Harmonic<br />

forcing, Fourier series representation and superposition.<br />

Transient response to impulsive and step inputs. Natural<br />

frequencies and mode shapes. Multi-degree of freedom<br />

systems. Matrix representation. Real and complex eigen<br />

values and eigen vectors.<br />

Control Engineering<br />

Mathematical modelling of physical systems. Transfer<br />

functions. Linearisation. Block diagrams of closed-loop<br />

systems. Block diagram algebra. Transient analysis.<br />

Response of first and second order systems to a subject<br />

impulse and subject step inputs. Stability analysis.<br />

Frequency response analysis.<br />

Representation on logarithmic plots.<br />

Recommended reading<br />

Benham, P.P. and Crawford, R.J., Mechanics of Engineering<br />

Materials.Harlow, England, Longman Scientific and Technical,<br />

1987 Fenner, R.T. Mechanics of Solids. Oxford, Blackwell, 1989<br />

Hsieh, Y.Y., Elementary Theory of Structures. 3rd edn, Englewood<br />

Cliffs, N.J., Prentice Hall, 1988<br />

Rao, SS., Mechanical Vibrations. 3rd edn, Reading, Mass.,<br />

Addison-Wesley, 1993<br />

Steidel, R.F., An Introduction to Mechanical Vibration. 3rd edn,<br />

New York, Wiley, 1989 (particularly for tutorial examples)<br />

Thomson, W.T., Theory of Vibrations with Applications. 3rd edn,<br />

London, Unwin Hyman, 1988<br />

Dransfield, P., Sym<br />

and Cond. Part 1 & 2, Monash University, 1994<br />

Ogata, K., Modern Control Engineering. 2nd edn, Englewood<br />

Cliffs, N.J., Prentice Hall, 1990<br />

Palm, W.J., Control Systems Engimng. New York, Wiley, 1986

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