How is the energy dissipated in the jump? How can jumps be used in engineering practice?

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
100%
Please use the table to answer the second question
Questions for Discussion:
1. Summarize the energy loss across the jump that you created expressed as a percentage of the
upstream energy? Do you consider this significant?
2. How is the energy dissipated in the jump? How can jumps be used in engineering practice?
3. Calculate the critical depth, and compare them with the conjugate depths observed in the jump.
Transcribed Image Text:Questions for Discussion: 1. Summarize the energy loss across the jump that you created expressed as a percentage of the upstream energy? Do you consider this significant? 2. How is the energy dissipated in the jump? How can jumps be used in engineering practice? 3. Calculate the critical depth, and compare them with the conjugate depths observed in the jump.
Part 3- Hydraulic Jump and Critical Denth - C4 Flume
Channel width = 7.6 cm Flume Slope =3 %
Dist. betw. gauges = 100 cm
Jump
Condition
y1
y2
Z1
Z2
V,
V2
Computed % loss based
on Upstream
Energy
H,
(cm) (cm) (cm)
(cm)
(cm/
sec)
(cm/
sec)
129-924
(cm/
sec)
(cm)
Direct
1.59
11
3
1570
18.78
9.41
15-26
Computed y. =
3-5cm
Calculations:
13-1936-11.18
13.1936
X100
= 1570
7.6 X1-59
= 11-1.59
= 9.41 cm
= 15.262 %
= 129.924
= Euls-Edis
V2 =
Byz
Euls
-1570
7.6X11
Eug =y, tz +V
2g
= 1570
7.6
-206-58 mikm
= 18.78 cm/sec
=1.59+3+129-924
2x 981
= 13.1936 cm
206.587/3
29
= Il tot 18. 782
2x981
= 11. 18 cm
981
Sketch jump:
= 3.5cm
Ha
29
Datum
8-2
Transcribed Image Text:Part 3- Hydraulic Jump and Critical Denth - C4 Flume Channel width = 7.6 cm Flume Slope =3 % Dist. betw. gauges = 100 cm Jump Condition y1 y2 Z1 Z2 V, V2 Computed % loss based on Upstream Energy H, (cm) (cm) (cm) (cm) (cm/ sec) (cm/ sec) 129-924 (cm/ sec) (cm) Direct 1.59 11 3 1570 18.78 9.41 15-26 Computed y. = 3-5cm Calculations: 13-1936-11.18 13.1936 X100 = 1570 7.6 X1-59 = 11-1.59 = 9.41 cm = 15.262 % = 129.924 = Euls-Edis V2 = Byz Euls -1570 7.6X11 Eug =y, tz +V 2g = 1570 7.6 -206-58 mikm = 18.78 cm/sec =1.59+3+129-924 2x 981 = 13.1936 cm 206.587/3 29 = Il tot 18. 782 2x981 = 11. 18 cm 981 Sketch jump: = 3.5cm Ha 29 Datum 8-2
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