Download Fluid mechanics and hydraulics by Evett, Jack B.; Giles, Ranald V.; Liu, Cheng PDF

By Evett, Jack B.; Giles, Ranald V.; Liu, Cheng

ISBN-10: 0071831452

ISBN-13: 9780071831451

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Extra info for Fluid mechanics and hydraulics

Sample text

Using the parallel-axis theorem, determine the moment of inertia and the product of inertia of the entire area about these center of gravity axes. 2. Generally this alternative method has no particular advantage and may involve more arithmetic. 10. The 2-m-diameter gate AB in Fig. 3-9 swings about a horizontal pivot C located 40 mm below the center of gravity. To what depth h can the water rise without causing an unbalanced clockwise moment about pivot C? Fig. 3-9 Solution: If the center of pressure and axis C should coincide, there would be no unbalanced moment acting on the gate.

0 psig. 7 psig. Let C represent a pressure of absolute zero. 4 psi. Conclusions to be drawn are important. 7 psi standard value. Absolute pressures cannot have negative values assigned to them. 10. What is the atmospheric pressure in kilopascals when a mercury barometer reads 742 mm? 11. For the pressure vessel containing glycerin, with piezometer attached, shown in Fig. 2-5, find the pressure at point A. 85 psi CHAP. 2] FLUID STATICS 19 Fig. 12. For the open tank, with piezometers attached on the side, containing two different immiscible liquids as shown in Fig.

30 ft from A. In Fig. 3-5(&), the free-body diagram of gate AB shows the forces acting. The sum of the moments about A must equal zero. 7. and F = 6000 Ib to the left The tank in Fig. 3-6 contains oil and water. Find the resultant force on side ABC, which is 4 ft wide. Fig. 3-6 Solution: The total force on ABC is equal to (FAB + FBC)- Find each force, locate it, and, using the principle of moments, determine the position of the total force on side ABC. 67 ft down. The same distance can be obtained by formula as follows: (b) Water is acting on area EC, and any superimposed liquid can be converted into an equivalent depth of water.

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Fluid mechanics and hydraulics by Evett, Jack B.; Giles, Ranald V.; Liu, Cheng


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