1 -e -javier
TRANSCRIPT
8/19/2019 1 -E -JAVIER
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1
e)
ECUACIÓN DE CHEZY V = C .√ RS entonces C =
V
√ RS
Q = V . A ; ø deltubo = 80 mm =0.08 m ; A = π . D
2
4 = π
82
4 = 0.0016π m2
; longt!" "e c#"# t$#mo% 1&0cm =1.& m
'E(DIDA DE CA(A '*( +(ICCI*N, hf
hf A→B= P A
γ + PB
γ
EN E- '(IE( CAUDA-
V =1.66∗0.001
0.0016 = 0.//m
s ;
hf 1→2
=
P1
γ +
P2
γ =221.5−220.9=0.6cm = 0.006 m
=hf
1→2
L =0.006
1.2 = 0.00
C =0.33
√ 0.08∗0.005 = 16. m1
2 s−1
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V =1.66∗0.001
0.0016 = 0.//m
s ;
hf 3→4
=
P1
γ +
P2
γ =221.5−220.9=20cm=0.2m
=hf
3→4
L =0.2
1.2 = 0.16
C =0.33
√ 0.08∗0.16 = &.2& m1
2 s−1
EN E- EUND* CAUDA-
V =1.96∗0.001
0.0016 = 0./2m
s ; hf 1→2
= P
1
γ + P
2
γ =0.9cm=0.09m
=hf
1→2
L =0.09
1.2 = 0.03
C =0.39
√ 0.08∗0.075 = .0/ m1
2 s−1
V =1.96∗0.001
0.0016 = 0./2m
s ; hf 3→4
= P
1
γ + P
2
γ =26.5 cm=0.27
=
hf 3→4
L =
0.27
1.2 = 0.&&
C =0.39
√ 0.08∗0.225 = &.20 m1
2 s−1
EN E- 4E(CE( CAUDA-
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V =2.28∗0.001
0.0016 = 0.5m
s ; hf 1→2
= P
1
γ + P
2
γ =1cm=0.01 m
=hf
1→2
L =0.01
1.2 = 0.008
C =0.45
√ 0.08∗0.008 = m1
2 s−1
V =2.28∗0.001
0.0016 = 0.5m
s ; hf 3→4
= P
1
γ + P
2
γ =35.3cm=0.35m
=hf
3→4
L =0.35
1.2 = 0.&2
C =0.45
√ 0.08∗0.29 = &.2 m1
2 s−1
EN E- CUA(4* CAUDA-
V =2.58∗0.001
0.0016 = 0.1m
s ; hf 1→2
= P
1
γ + P
2
γ =1.4cm=0.014m
=hf
1→2
L =0.014
1.2 = 0.01&
C =1.61
√ 0.08∗0.012 = 1.26 m1
2 s−1
V =2.58∗0.001
0.0016 = 0.1
m
s ; hf 3→4=
P1
γ +
P2
γ =44.7 cm=¿ 0.5 m
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=hf
3→4
L =0.45
1.2 = 0./8
C =
0.51
√ 0.08∗0.38 = &.2/ m
1
2
s−1
EN E- QUI4* CAUDA-
V =3.64∗0.001
0.0016 = 0.3&m
s ; hf 1→2
= P
1
γ + P
2
γ =2.4cm=0.024m
=hf
1→2
L =0.024
1.2 = 0.0&
C =0.72
√ 0.08∗0.02 = 18 m1
2 s−1
V =
3.64∗0.001
0.0016 = 0.3&
m
s ; hf 3→4=
P1
γ +
P2
γ =80.9
cm=0.9
m
=hf
3→4
L =0.9
1.2 = 0.3
C =0.72
√ 0.08∗0.75 = &.25 m1
2 s−1
EN E- E4* CAUDA-
V =5.05∗0.001
0.0016 = 1m
s ; hf 1→2
= P
1
γ + P
2
γ =4.1cm=0.041m
=hf
1→2
L =0.041
1.2 = 0.0/5
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