Problem 1 - Camp Hydaway wants to create a water jet on Hydaway Lake similar to the one in the James Rive near Treasure Island. Camp Hydaway has a contract with Eagle Engineering to cerate some of the necessary piping and support systems. Based on the diagram shown below determine the horizontal and vertical components of the force to hold the piping system in place. In the calculations the weight of the piping and the contained water may be neglected. The water temperature is 20°C. The x direction is the direction of the water velocity at A. The y direction is perpendicular to the x direction. Neglect the elevation change between A and B. The pressure at A and B is the same. The problem requires the use to two different types of momentum equations. 3 m/s 150 mm -200 mm 150 mm A 30° C B 150 mm

Sustainable Energy
2nd Edition
ISBN:9781337551663
Author:DUNLAP, Richard A.
Publisher:DUNLAP, Richard A.
Chapter11: Hydroelectric Energy
Section: Chapter Questions
Problem 4P
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Problem 1 - Camp Hydaway wants to create a water jet on Hydaway Lake similar to the one in
the James Rive near Treasure Island. Camp Hydaway has a contract with Eagle Engineering to
cerate some of the necessary piping and support systems. Based on the diagram shown below
determine the horizontal and vertical components of the force to hold the piping system
in place. In the calculations the weight of the piping and the contained water may be neglected.
The water temperature is 20°C. The x direction is the direction of the water velocity at A. The y
direction is perpendicular to the x direction. Neglect the elevation change between A and B.
The pressure at A and B is the same. The problem requires the use to two different types of
momentum equations.
3 m/s
150 mm
-200 mm
150 mm
A
30°
C
B
150 mm
Transcribed Image Text:Problem 1 - Camp Hydaway wants to create a water jet on Hydaway Lake similar to the one in the James Rive near Treasure Island. Camp Hydaway has a contract with Eagle Engineering to cerate some of the necessary piping and support systems. Based on the diagram shown below determine the horizontal and vertical components of the force to hold the piping system in place. In the calculations the weight of the piping and the contained water may be neglected. The water temperature is 20°C. The x direction is the direction of the water velocity at A. The y direction is perpendicular to the x direction. Neglect the elevation change between A and B. The pressure at A and B is the same. The problem requires the use to two different types of momentum equations. 3 m/s 150 mm -200 mm 150 mm A 30° C B 150 mm
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