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Showing 101 - 110 of 151 results for "Aerospace Engineering"
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https://sheffield.ac.uk/media/32033/download?attachment21.3 z-Transforms and Difference Equations 36. 21.4 Engineering Applications of z-Transforms 64.
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https://sheffield.ac.uk/media/31959/download?attachment2 HELM (2008):Workbook 7: Matrices. 1. Applications of matricesThe solution of simultaneous linear equations is a task frequently occurring in engineering.
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https://sheffield.ac.uk/media/29614/download?attachmentFaculty of Engineering:Engineering Doctorate (EngD). The degree of EngD is a four-year postgraduate researchdegree that incorporates a research project and a taughtprogramme involving management, technical and personaldevelopment modules.
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https://sheffield.ac.uk/media/31928/download?attachmentHELM (2008):Section 1.3: Simplification and Factorisation. 51. Engineering Example 1. Reliability in a communication network. ... 3. a(1 b). 4. x2(4 3yx 5yx2). 5. Factorising quadratic expressionsQuadratic expressions commonly occur in many areas of
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https://sheffield.ac.uk/media/31988/download?attachment44 HELM (2008):Workbook 12: Applications of Differentiation. Engineering Example 5. Buckling of a strut.
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https://sheffield.ac.uk/media/32117/download?attachmentAs part of an educational research project, twelve engineering students were givenan intelligence test (IQ score) at the start of their first year course. ... At the end ofthe first year their results in engineering science (ES score) were noted down
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https://sheffield.ac.uk/media/32001/download?attachmentEngineering Example 1. Pulley belt tension. Problem. Consider that a belt is partially wound around a pulley so that there is a difference in the tensioneither side of the pulley (see
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https://sheffield.ac.uk/media/31996/download?attachmentEngineering Example 2. Torsion of a mild-steel bar. Introduction. For materials such as mild-steel, the relationship between applied shear stress and shear strain (de-formation) can be described as
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https://sheffield.ac.uk/media/32029/download?attachmentBoth of these engineering ‘systems’ can be modelled by a differential equation.There are many ways the ‘kick’ or ‘impulse’ to the system can be modelled.
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https://sheffield.ac.uk/media/30857/download?attachmentBoth of these engineering ‘systems’ can be modelled by a differential equation.There are many ways the ‘kick’ or ‘impulse’ to the system can be modelled.