By Faith A. Morrison

ISBN-10: 1107003539

ISBN-13: 9781107003538

It is a glossy and stylish creation to engineering fluid mechanics enriched with quite a few examples, workouts, and functions. it's in response to religion Morrison's imaginative and prescient that flows are either attractive and intricate. A swollen creek tumbles over rocks and during crevasses, swirling and foaming. Taffy could be stretched, reshaped, and twisted in numerous methods. either the water and the taffy are fluids and their motions are ruled via the legislation of nature. The target of this textbook is to introduce the reader to the research of flows utilizing the legislation of physics and the language of arithmetic. this article delves deeply into the mathematical research of flows, simply because wisdom of the styles fluids shape and why they're shaped and the stresses fluids generate and why they're generated is key to designing and optimizing glossy structures and units. innovations akin to helicopters and lab-on-a-chip reactors could by no means were designed with no the perception introduced by means of mathematical types.

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**Extra resources for An Introduction to Fluid Mechanics**

**Example text**

86 to calculate frictional losses in the pipe. The needed data correlations for p(Q) are discussed next. As discussed previously, to determine F for flows in pipes, we need data on pressure drop as a function of velocity or volumetric flow rate, p(Q). The problem of pressure drop as a function of flow rate in pipe flow has been studied in depth and, with the help of momentum balance, it largely has been solved (discussed in subsequent chapters). To keep moving forward with this quick-start section, we summarize the practical results of the analyses.

Pipe contraction, tank to 3 in. contraction, 3 to 2 in. 2). The major frictional loss is the turbulent flow in a small-diameter, long pipe, followed by the two 90◦ elbows and the bigger pipe. , potential energy, also called elevation head). , less than 10 feet) or for a system with longer runs of a narrower pipe, the frictional losses comprise a more important part of the problem. 68).

Second, we analyze the conversion of flow energy to electrical energy in a hydroelectric power plant. 3. 6. 17? You may neglect the effect of friction. SOLUTION. When a flow problem involves the amount of shaft work required to bring about a flow, the mechanical energy balance is the place to start. The system of water in the flow loop is a single-input, single-output, steady flow of an incompressible fluid. There is no heat transfer and no chemical reaction or phase change; therefore, all requirements of the mechanical energy balance are met.

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