If the discharge of a sewer running half is 628 1.p.s., i = 0.001, and n = 0.010, the diameter of the sewer, is
A. 1.39 m
B. 1.49 m
C. 1.59 m
D. 1.69 m
Answer: Option D
A. 1.39 m
B. 1.49 m
C. 1.59 m
D. 1.69 m
Answer: Option D
The effluent of a septic tank is
A. Fit for discharge into any open drain
B. Foul and contains dissolved and suspended solids
C. As good as that from a complete treatment
D. None of these
The bottom of the sewage inlet chamber of septic tanks, is provided an outward slope
A. 1 in 5
B. 1 in 10
C. 1 in 15
D. 1 in 20
Drop manholes are the manholes
A. Without entry ladders
B. Without manhole covers
C. With depths more than 3.5 m
D. Having drains at different levels
Since running half full then, d=0.5D
Q=628x10^-3 m^3/s
Use, Manning's equation.
Q= 1/n * A*(D/4)power 2/3 * (s)power 1/2
Here, S = i = 0.0001 not 0.001.
Solve it, the answer comes approx to 1.69 m.
Q given
S or i given
n also given
Use Mannings formula
Q=1/n.r2/3.s1/2
Take r=d/4 for hydraulic radius
1.095 m
Can someone explain the question with soultion?