University of Technology Sydney

48331 Mechanics of Solids

6cp; 6hpw, on campus. Forms of attendance, mode of delivery and assessment requirements in this subject have changed to enable social distancing and reduce the risks of spreading COVID-19 in our community. Consequently, the Subject Outline information for this subject has changed. Details of the changes are published in an addendum to the Subject Outline which is available on UTSOnline/Canvas.
Requisite(s): 48321 Engineering Mechanics OR 48620 Fundamentals of Mechanical Engineering
Recommended studies:

revision of subjects 48321 Engineering Mechanics and 48620 Fundamentals of Mechanical Engineering before the beginning of the semester is recommended


Fields of practice: Civil Engineering program


Undergraduate

Description

The objectives of this subject are to enable students to: acquire a fundamental understanding of the behaviour of structural components commonly used in engineered structures and machines; develop skills to help them model and analyse the behaviour of structural and machine components subjected to various loading and support conditions based on principles of equilibrium and material constitutional relationships. Content includes: pure bending of beams – flexural stress and strain, calculation of beam loads; shear flow and shear stresses in beams – distribution of shear stresses in beam sections, forces and stresses in shear connectors; composite beams – composite short columns; slope and deflection of simple beams; column buckling – Euler's equation, end conditions and effective length, combined axial and bending stresses for short columns; torsion of circular shafts, thin-walled closed sections and solid rectangular sections; transformation of plane stresses – Mohr's circle of plane stresses, principal stresses and planes; inelastic bending – stress resultants, yield moment and ultimate moment capacity of elastoplastic sections, elastic and plastic section modulus, plastic hinges; product of inertia, principal axes and principal moments of inertia; unsymmetric bending; combined stresses due to axial force, shear force, bending moments and twisting moment; shear centre.

Typical availability

Autumn session, City campus
Spring session, City campus


Detailed subject description.

Fee information

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Access conditions

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