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Showing 91 - 100 of 151 results for "Aerospace Engineering"
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https://sheffield.ac.uk/media/31939/download?attachmentEngineering Example 1. Undersea cable fault location. Introduction. The voltage (V ), current (I) and resistance (R) in an electrical circuit are related by Ohm’s law i.e.V = IR. ... Engineering Example 2. Estimating the mass of a pipe....
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https://sheffield.ac.uk/media/31941/download?attachmentIn realistic problems which arise in mathematics andin engineering there may be many equations with many unknowns.
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https://sheffield.ac.uk/media/32074/download?attachmentThe cost is thatwe have to solve two of them. [Here we solve only small systems; a large system is presented in Engineering Example 1 on page 62.].
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https://sheffield.ac.uk/media/32087/download?attachmentMore realistic engineering applications may involve coefficients that vary, and the nextExample is of this type. ... The methods to bepresented in this Workbook are most usually applied in engineering examples involvingso-called boundary data, that...
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https://sheffield.ac.uk/media/30821/download?attachmentStationary Points. 18.3. IntroductionThe calculation of the optimum value of a function of two variables is a common requirement in manyareas of engineering, for example in thermodynamics.
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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/30855/download?attachmentIt is also used in modelling engineering systems. In this section we look atthose functions to which the Laplace transformation is normally applied; so-called causal or one-sided functions.
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https://sheffield.ac.uk/media/32019/download?attachmentFunctions of two or more variables oftenarise in engineering and in science and it is important to be able to deal with such functions withconfidence and skill.
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https://sheffield.ac.uk/media/32021/download?attachmentStationary Points. 18.3. IntroductionThe calculation of the optimum value of a function of two variables is a common requirement in manyareas of engineering, for example in thermodynamics.
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https://sheffield.ac.uk/media/32027/download?attachmentIt is also used in modelling engineering systems. In this section we look atthose functions to which the Laplace transformation is normally applied; so-called causal or one-sided functions.