ing in the positive 6-27E A x-direction at 18 ft/s. The stream hits a stationary splitter, such that half of the flow is diverted upward at 45° and the other half is directed downward, and both streams have a final speed of 18 ft/s. Disregarding gravitational effects, and approximating the flow as uniform at any cross section, determine the x- and z-components of the force required to hold the splitter in place against the water force. X 100 ft³/s- FIGURE P6-27E 45° 45° 18 ft/s Splitter
ing in the positive 6-27E A x-direction at 18 ft/s. The stream hits a stationary splitter, such that half of the flow is diverted upward at 45° and the other half is directed downward, and both streams have a final speed of 18 ft/s. Disregarding gravitational effects, and approximating the flow as uniform at any cross section, determine the x- and z-components of the force required to hold the splitter in place against the water force. X 100 ft³/s- FIGURE P6-27E 45° 45° 18 ft/s Splitter
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![positive
stationary splitter,
6-27E A 100-ft/s water jet is moving in the
x-direction at 18 ft/s. The stream hits a
such that half of the flow is diverted upward at 45° and the
other half is directed downward, and both streams have a
final speed of 18 ft/s. Disregarding gravitational effects, and
approximating the flow as uniform at any cross section,
determine the x- and z-components of the force required to
hold the splitter in place against the water force.
X
100 ft³/s-
FIGURE P6-27E
45°
45°
18 ft/s
Splitter](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F353f4476-2375-44e0-a0df-7fa04e9ee69f%2Fe7a925e4-4752-4c51-a924-9c51e0cd5c87%2Fu663mls_processed.jpeg&w=3840&q=75)
Transcribed Image Text:positive
stationary splitter,
6-27E A 100-ft/s water jet is moving in the
x-direction at 18 ft/s. The stream hits a
such that half of the flow is diverted upward at 45° and the
other half is directed downward, and both streams have a
final speed of 18 ft/s. Disregarding gravitational effects, and
approximating the flow as uniform at any cross section,
determine the x- and z-components of the force required to
hold the splitter in place against the water force.
X
100 ft³/s-
FIGURE P6-27E
45°
45°
18 ft/s
Splitter
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