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Department of Mechanical Engineering, Unit Catalogue 2010/11


ME10286: Solid mechanics 2 with French

Click here for further information Credits: 6
Click here for further information Level: Certificate
Click here for further information Period: This unit is available in...
Semester 2
Click here for further information Assessment: CW 15%, EX 85%
Click here for further informationSupplementary Assessment: ME10286 Re-Assessment Examination (where allowed by programme regulations)
Click here for further information Requisites: Before taking this unit you must take ME10130This unit is not normally available to visiting/exchange students.
Click here for further information Description: Aims:
To promote further understanding of the fundamental principles of mechanics.
To introduce engineering bending theory.
To apply principles of dynamical modelling to different rotating and reciprocating machines.
To introduce concepts of stress and strain transformation.
To introduce students to technical vocabulary in the French language.

Learning Outcomes:
After taking this unit the student should be able to: Calculate shear forces, bending moments and deflections in beams. Determine the stress and strain states of simple structural forms; manipulate stress and strain transformation equations, and understand Mohr's circle. Analyse the state of balance of a system comprising rotating masses, and determine effects of unbalance. Analyse the motion of a rigid body in space using vector analysis. Calculate velocities and accelerations in a linkage mechanism. Explain the working of simple engineering systems in French. Read and understand engineering articles of a general nature in French.

Skills:
Numeracy; problem solving; working independently; communicating in the French language.

Content:
Simple bending theory. Torque transmission/shear stress: clutches; belt drives. Balancing of rotating masses: flywheels; rotating and reciprocating machines. Slope and deflection of beams. Stress transformations and Mohr's circle. Pressure vessels. Introduction to spatial dynamics and degrees of freedom. Vector methods and theory of gyroscopes. Analysis of linkage mechanisms. Solid Mechanics laboratory experiment.
NB. Programmes and units are subject to change at any time, in accordance with normal University procedures.