A fun toy for all ages is the bottle rocket. The one in the picture was made by adding fins to a standard soda bottle. The bottle is partly filled with water and then highly pressurized. Vwater Air under Fluids-Bottle-Rocket water Determine all the following: The velocity of the water at the exit of the bottle: v= The mass rate of flow of the water at the exit: The volume rate of flow of the water at the exit: The density of the water is p = 1000 kg/m³. The height at the top of the water is y₂ = 0.100 meters, and the gauge pressure above the water is 870000 Pascals. We will treat the soda bottle as "tank" so that the velocity of the water inside of the opening at the end of the water bottle is r = 0.007 meters. kg/sec m/s y=Y₁ m³/sec y=0 negligible. The radius

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter19: Temperature, Thermal Expansion And Gas Laws
Section: Chapter Questions
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A fun toy for all ages is the bottle rocket. The one in the picture was made by adding fins to a standard soda bottle. The bottle is partly filled with water and then highly pressurized.
Air under
Fluids-Bottle-Rocket
water?
water
Determine all the following:
The velocity of the water at the exit of the bottle: v =
The mass rate of flow of the water at the exit:
The volume rate of flow of the water at the exit:
The density of the water is p = 1000 kg/m³. The height at the top of the water is y₁ = 0.100 meters, and the gauge pressure above the water is 870000 Pascals. We will treat the soda bottle as a "tank" so that the velocity of the water inside is negligible. The radius
of the opening at the end of the water bottle is r = 0.007 meters.
kg/sec
m/s
y=Y1
m³/sec
y=0
Transcribed Image Text:A fun toy for all ages is the bottle rocket. The one in the picture was made by adding fins to a standard soda bottle. The bottle is partly filled with water and then highly pressurized. Air under Fluids-Bottle-Rocket water? water Determine all the following: The velocity of the water at the exit of the bottle: v = The mass rate of flow of the water at the exit: The volume rate of flow of the water at the exit: The density of the water is p = 1000 kg/m³. The height at the top of the water is y₁ = 0.100 meters, and the gauge pressure above the water is 870000 Pascals. We will treat the soda bottle as a "tank" so that the velocity of the water inside is negligible. The radius of the opening at the end of the water bottle is r = 0.007 meters. kg/sec m/s y=Y1 m³/sec y=0
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