When the crest length of the weir equals the width of the channel, on which water flows, the number of end contractions 'n' in Francis formula will be
When the crest length of the weir equals the width of the channel, on which water flows, the number of end contractions 'n' in Francis formula will be Correct Answer zero
Explanation:
Weirs are commonly used for the measurement of open channel flow rate.
Suppressed weir: A rectangular weir whose notch or opening sides are coincident with the sides of the approach channel is known as a Suppressed weir. In this type of Weir crest length (l) is equal to the width of the channel.
If the crest length of the weir is less than the width of the channel, it is known as a Contracted weir.
Francis formula:
When the length of the weir is less than the width of the stream, we find there will be a lateral contraction at each end such a weir is called a contracted weir.
According to Francis each lateral contraction (also called end contraction) is equal to 0.1 H.
If the actual length of the weir is L, then the effective length of the weir will be (L – 0.2 H).
In some cases there may be intermediate obstacles like piers over the weir. In such a case if l is the length of the weir after making deductions for the widths of the obstacles and if there are n lateral contractions the effective length of the weir will be (L – 0.1 nH).
Q = 1.84 (L- nH) H3/2
If the length of the weir is exactly equal to the width of the approaching stream, there will not be any end contractions(n= 0). Such a weir is called a suppressed weir, and for such a weir Francis formula simplifies to
Q = 1.84 LH3/2