A submarine is modeled as a cylinder with a length of 440 ft, a diameter of 50 ft, and a conning tower, as shown in the figure below. The submarine can dive a distance of 50 ft from the floating position in about 30 s. Diving is accomplished by taking water into the ballast tank so the submarine will sink. When the submarine reaches the desired depth, some of the water in the ballast tank is discharged leaving the submarine in "neutral buoyancy" (i.e., it will neither rise nor sink). 3% of cylinder 7% of cylinder volume volume 25 ft Ballast tank Partially submerged position 3 ft 50 ft Y'water = 64 lb/ft³ + Totally submerged position Water For the conditions illustrated, find (a) the weight of the submarine and (b) the volume of the water that must be in the ballast tank when the submarine is in neutral buoyancy. For seawater, S = 1.03. (a) W- 5.866 *107 lb (b) == 146344 ft³

Elements Of Electromagnetics
7th Edition
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Author:Sadiku, Matthew N. O.
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A submarine is modeled as a cylinder with a length of 440 ft, a diameter of 50 ft, and a conning tower, as shown in the figure below. The
submarine can dive a distance of 50 ft from the floating position in about 30 s. Diving is accomplished by taking water into the ballast
tank so the submarine will sink. When the submarine reaches the desired depth, some of the water in the ballast tank is discharged
leaving the submarine in "neutral buoyancy" (i.e., it will neither rise nor sink).
3% of cylinder 7% of cylinder volume
volume
25 ft
Ballast tank
Partially
submerged
position
3 ft
146344
50 ft
Y'water = 64 lb/ft³
+
Totally
submerged
position
For the conditions illustrated, find (a) the weight of the submarine and (b) the volume of the water that must be in the ballast tank
when the submarine is in neutral buoyancy. For seawater, S = 1.03.
(a) W = 5.866
x107 lb
(b) ==
Water
ft3
Transcribed Image Text:A submarine is modeled as a cylinder with a length of 440 ft, a diameter of 50 ft, and a conning tower, as shown in the figure below. The submarine can dive a distance of 50 ft from the floating position in about 30 s. Diving is accomplished by taking water into the ballast tank so the submarine will sink. When the submarine reaches the desired depth, some of the water in the ballast tank is discharged leaving the submarine in "neutral buoyancy" (i.e., it will neither rise nor sink). 3% of cylinder 7% of cylinder volume volume 25 ft Ballast tank Partially submerged position 3 ft 146344 50 ft Y'water = 64 lb/ft³ + Totally submerged position For the conditions illustrated, find (a) the weight of the submarine and (b) the volume of the water that must be in the ballast tank when the submarine is in neutral buoyancy. For seawater, S = 1.03. (a) W = 5.866 x107 lb (b) == Water ft3
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