Sometimes the simplest things in nature exhibit a stunning and elegant beauty. Consider the slow running faucet in the picture below. You've probably seen many times how the column of water is thinner at the bottom than at the top. Today, we will analyze this beautiful image. Velocity = V1 Radius r1 %3D y=Y1 Velocity = v2 Radius = r2 %3D V2=0 > Both location 1 and location 2 in the figure are outside the faucet and the water is in contact with air at both places. The top (starting) location is at a height y1 = 0.26 meters and the end location is y2 = 0. At the top location, the water has a velocity

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Sometimes the simplest things in nature exhibit a stunning and elegant beauty. Consider the slow running faucet in the
picture below. You've probably seen many times how the column of water is thinner at the bottom than at the top. Today, we
will analyze this beautiful image.
Velocity = V1
Radius = r1
y%3y1
Velocity = v, Radius = r2
V2=0
Both location 1 and location 2 in the figure are outside the faucet and the water is in contact with air at both places. The top
(starting) location is at a height y, = 0.26 meters and the end location is y2 = 0. At the top location, the water has a velocity
%3D
V, = 2.00 m/s and the stream of water has a radius of r; = 0.011 meters.
Use your knowledge of fluids to determine all the following:
The volume rate of flow leaving the faucet:
m³/sec
The velocity of the fluid at location 2: V2 =
m/s
The radius of the fluid stream at location 2: r2 =
meters
NOTE: You will not need pressure or density to solve this problem.
Transcribed Image Text:Sometimes the simplest things in nature exhibit a stunning and elegant beauty. Consider the slow running faucet in the picture below. You've probably seen many times how the column of water is thinner at the bottom than at the top. Today, we will analyze this beautiful image. Velocity = V1 Radius = r1 y%3y1 Velocity = v, Radius = r2 V2=0 Both location 1 and location 2 in the figure are outside the faucet and the water is in contact with air at both places. The top (starting) location is at a height y, = 0.26 meters and the end location is y2 = 0. At the top location, the water has a velocity %3D V, = 2.00 m/s and the stream of water has a radius of r; = 0.011 meters. Use your knowledge of fluids to determine all the following: The volume rate of flow leaving the faucet: m³/sec The velocity of the fluid at location 2: V2 = m/s The radius of the fluid stream at location 2: r2 = meters NOTE: You will not need pressure or density to solve this problem.
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