About:
Calculate power and total of a pumpstation.©WETpython, 2015 |
\begin{equation} P = \frac{\gamma \times Q \times H_t}{\eta} \end{equation} \begin{equation} H_t = Z_{r2} - Z_{r1} + f_s \times ls + f_c \times lc + \sum \delta hs + \sum \delta hc \end{equation}
Where,
Module:
Equiment
Function:
EQ_pumpstation_p(zr1,zr2,q,ypump,t,s,ds,ns,sumks,ls,dc,nc,sumkc,lc)
Definition of variables:
- zr1,upstream reservoir water level, m;
- zr2,donstream reservoir water level, m;
- q , pumped flow, m3/s;
- ypump, pump yeld;
- t , water temperature, oC;
- s, water salinity, g/kg;
- ds, suction pipe diameter, m;
- ns, suction pipe Manning coefficient, m;
- sumks, sum of the minor losses K factor in suction pipe;
- ls, suction pipe length, m;
- dc, compression pipe diamter, m;
- nc, compression pipe Manning coefficient, m;
- sumkc, sum of the minor losses K factor in compression pipe;
- lc, compression pipe length, m.
Sample code:
from Equipment import *
zr1 = 20.0 #upstream reservoir water level, m
zr2 = 60.0 #donstream reservoir water level, m
q = 0.1 #pumped flow, m3/s
ypump = 0.75 # pump yeld
t = 25 # temperature, oC
s = 2.5 #water salinity, g/kg
ds = 0.3 #suction pipe diameter, m
ns = 0.013 # suction pipe Manning coefficient, m
sumks = 5.0 # sum of the minor losses K factor in suction pipe
ls = 10.0 # suction pipe length, m
dc = 0.4 #compression pipe diamter, m
nc = 0.013 # compression pipe Manning coefficient, m
sumkc = 25.0 # sum of the minor losses K factor in compression pipe
lc = 2000.0 # compression pipe length, m
(power, ht) = EQ_pumpstation_p(zr1,zr2,q,ypump,t,s,ds,ns,sumks,ls,dc,nc,sumkc,lc)
print ("Pump power:", power,"W",", total head:", ht, "m")
Result:
Pump power: 60131.5187194 W , total head: 46.0357086847 m