2.1 Figure 1 on Annexure 1 indicates a pipe connection with the direction of the flowing water. By applying the principle of continuity, use the rolevant information in the table below to calculate the missing information. Pipe number Diameter (mm) Flow (Q) Velocity (m/s) Pipe 1 'not given' 126 144 m/year 2,5 Pipe 2 90 'not given 'not given' Pipe 3 90 18 000 1/hour 'not given'

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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Annexure 1
EQUATION SHEET
1. Hydrostatic pressure
p = pgh
F = pgħA ;
I
D = y+
Aỹ
2. Hydrostatic force
Pi, Vi
Z, +
pg 2g
P2
= z, +
V,
3. Energy: Bernoulli
+ Hm+ HF
pg
2g
10,607.(L) 185
(C)';85
pvd vd
4. HAZEN - WILLIAMS HE
Hf
5. Reynolds number
R
e
%3D
4fLv?
fLQ?
3,03d
6. Darcy-Weisbach
2gd
9. System head
H.
* system
+ H +
Hom
%3D
static
2g
pgHQ
10. Power input
11. Net positive suction head
NPSH,
Hn + H, - H; - H, - Hp - Hm
%3D
avail
1
V =
n
-R%s% or Q==R%s%A
R= M
and
SEi
12. Manning formula
where
n
13. Chezy formula
V = CVRS
*:---
Transcribed Image Text:Annexure 1 EQUATION SHEET 1. Hydrostatic pressure p = pgh F = pgħA ; I D = y+ Aỹ 2. Hydrostatic force Pi, Vi Z, + pg 2g P2 = z, + V, 3. Energy: Bernoulli + Hm+ HF pg 2g 10,607.(L) 185 (C)';85 pvd vd 4. HAZEN - WILLIAMS HE Hf 5. Reynolds number R e %3D 4fLv? fLQ? 3,03d 6. Darcy-Weisbach 2gd 9. System head H. * system + H + Hom %3D static 2g pgHQ 10. Power input 11. Net positive suction head NPSH, Hn + H, - H; - H, - Hp - Hm %3D avail 1 V = n -R%s% or Q==R%s%A R= M and SEi 12. Manning formula where n 13. Chezy formula V = CVRS *:---
2.1 Figure 1 on Annexure 1 indicates a pipe connection with the direction of the flowing
water. By applying the principle of continuity, use the relevant information in the table
below to calculate the missing information.
Pipe number
Diameter (mm)
Flow (Q)
Velocity (m/s)
Pipe 1
'not given'
126 144 m/year
2,5
Pipe 2
90
'not given'
'not given'
Pipe 3
90
18 000 I/hour
'not given'
2.2
The weight of 8,15 liter of oil is 63,1 N. Determine the mass density, relative density and
the specific weight of the oil.
Transcribed Image Text:2.1 Figure 1 on Annexure 1 indicates a pipe connection with the direction of the flowing water. By applying the principle of continuity, use the relevant information in the table below to calculate the missing information. Pipe number Diameter (mm) Flow (Q) Velocity (m/s) Pipe 1 'not given' 126 144 m/year 2,5 Pipe 2 90 'not given' 'not given' Pipe 3 90 18 000 I/hour 'not given' 2.2 The weight of 8,15 liter of oil is 63,1 N. Determine the mass density, relative density and the specific weight of the oil.
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