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Using Calculus in curves for bridges, tunnels, and more (engineering) - Research Paper Example

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It has a strong relationship with both geometry and algebra. (AASHTO LRFD bridge construction specifications with 2010 and 2011 interim revisions 2010) One would realize that there is…
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Using Calculus in curves for bridges, tunnels, and more (engineering)
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examine the role of calculus in physics at large and specifically determination of the use of calculus in the development of bridges, tunnels as well as curves. There is high level of integration of calculus within the entire discipline of physical sciences. (Charles, R. I. 2005)This can be found in both physics as a physical science and biology as a physical science. One can also be able to find calculus in statistics and all the disciplines that relate to it, engineering and its entire spectrum, in economics, business as well as in medicine.

Other areas that has witnessed the exploitation of the use of calculus include modern development. By modern development, it is important to appreciate that areas such as architecture rely extensively in the use of calculus. Another are of modern development is the field of aviation. In this area, calculus are used extensively as this paper will try to reveal in the subsequent pages. From this end, the study shall examine specific areas and also try to elaborate the importance of the use of calculus in those particular areas.

The first most important area where calculus has been extensively used is “finding the slope of a curve”. There is a generalized method that can always be used to find a slope of a curve. Usually, this require particular formula of operation. Calculus can always provide a tried and tested formula for this with almost absolute accuracy. The nature of the slope is that it is always fairly elementary. By the use of some algebraic formulas, this can always be determined without any problem. To find the steepness of such a slope, there is a need to utilize calculus in determining such slope.

Finding the steepness of a slope can be important in a lot more areas of the study. For example, in civil engineering, construction of roads and bridges will rely on the ability of the engineers to calculate the steepness of a given place. This would enable them determine what actions need to be taken on

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