) Find the net drop of the turbine. b) Find the specific velocity of the turbine.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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The geometrical head (height) of the turbine located in a hydraulic plant is 220m. The penstock for this turbine has a diameter of 53
cm and a total length of 375 m up to the turbine inlet. The continuous head loss coefficient in the pipe is 0.02. There are 3 elbows
with a loss coefficient of 0.3 each and a valve with a loss coefficient of 6.8 in fully open condition on the penstock pipe. Turbine flow
rate is 320 L/s, efficiency is 82% and speed is n= 750 rpm. (Psu= 998 kg/m³)wather
v?
P1
+ as 29
P2
+ az
+ z1 + hpompa.f =
pg
L V²
+ z2 + h¢arbing + hg,toplam_hg.sûrekli= f.
2g
pg
Wmil =
hx.yeret =Kx
hg,toplam= hx sürekli + hx,yerel
Nsp
Протра
(gH)3/4
1/2
Wmil,B _ PB (WB
wWmil
p1/2(gH)5/4
WB (DB
Ns =
Wmil = pgHỳNtürbin .
%3D
%3D
WA DA
Wmil,a
PA WA
Wmil = prwv(V; - rw)(1 – cosß)
a) Find the net drop of the turbine.
b) Find the specific velocity of the turbine.
0,128
250,21 m
0,351
295,14 m
0,148
281,41 m
0.228
201.44 m
0,201
217.66 m
Transcribed Image Text:The geometrical head (height) of the turbine located in a hydraulic plant is 220m. The penstock for this turbine has a diameter of 53 cm and a total length of 375 m up to the turbine inlet. The continuous head loss coefficient in the pipe is 0.02. There are 3 elbows with a loss coefficient of 0.3 each and a valve with a loss coefficient of 6.8 in fully open condition on the penstock pipe. Turbine flow rate is 320 L/s, efficiency is 82% and speed is n= 750 rpm. (Psu= 998 kg/m³)wather v? P1 + as 29 P2 + az + z1 + hpompa.f = pg L V² + z2 + h¢arbing + hg,toplam_hg.sûrekli= f. 2g pg Wmil = hx.yeret =Kx hg,toplam= hx sürekli + hx,yerel Nsp Протра (gH)3/4 1/2 Wmil,B _ PB (WB wWmil p1/2(gH)5/4 WB (DB Ns = Wmil = pgHỳNtürbin . %3D %3D WA DA Wmil,a PA WA Wmil = prwv(V; - rw)(1 – cosß) a) Find the net drop of the turbine. b) Find the specific velocity of the turbine. 0,128 250,21 m 0,351 295,14 m 0,148 281,41 m 0.228 201.44 m 0,201 217.66 m
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