5- An abrupt rise of 0.8 m was designed to control a hydraulic jump generated after a 4 m wide sluice gate with an opening of 0.2 m by a flow discharge of 12 m³/s. The flow depth over the rise is 1.2 m a) Discuss about the stability of the jump using the attached plot b) Find the flow depth over the rise to form a stable jump at x=5(h+y3) if the abrupt rise changes to 0.6 m 5 9 43 Ple (interpolated) 가 5 3 417 X 2 V2 Y3 Y/2 h 1 ₁2 3 4 2 5 6 Fr₁ Lower limit of experimental range 8 = Fri Theoretical limit: Y3-2/3 y₁ -V3 - Yc or 4 (theoretical) 9 10 11
5- An abrupt rise of 0.8 m was designed to control a hydraulic jump generated after a 4 m wide sluice gate with an opening of 0.2 m by a flow discharge of 12 m³/s. The flow depth over the rise is 1.2 m a) Discuss about the stability of the jump using the attached plot b) Find the flow depth over the rise to form a stable jump at x=5(h+y3) if the abrupt rise changes to 0.6 m 5 9 43 Ple (interpolated) 가 5 3 417 X 2 V2 Y3 Y/2 h 1 ₁2 3 4 2 5 6 Fr₁ Lower limit of experimental range 8 = Fri Theoretical limit: Y3-2/3 y₁ -V3 - Yc or 4 (theoretical) 9 10 11
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question

Transcribed Image Text:5- An abrupt rise of 0.8 m was designed to control a hydraulic jump generated after a 4 m wide
sluice gate with an opening of 0.2 m by a flow discharge of 12 m³/s. The flow depth over the
rise is 1.2 m
a) Discuss about the stability of the jump using the attached plot
b) Find the flow depth over the rise to form a stable jump at x=5(h+y3) if the abrupt rise
changes to 0.6 m
9
7
5
3
Y₁7
2
X
¥2
Уз - Уг
F=M
₁ 2
3
4
13
5
#3
(interpolated)
6
Fr₁
7
8
Lower limit of
experimental range
I
Theoretical limit:
Y3-2/3
2= Fri
-Y3Yc or
1
(theoretical)
I
9
y₁
10
11
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