The surge tank pictured (shown with clear sides for illustration purposes) is used to even out variable flows. During periods of high flow, excess water is diverted to the surge tank where it flows out more slowly over the weir. The volumetric flow over the weir is V = 0.011 * b*g¹/2h³/2 where b = weir width (m) 2 g = gravitational acceleration (m/s) h=height of water above the weir edge (m) Assuming no excess flow is currently being diverted to the surge tank, determine the time required for the water level in the tank to become 6.25 m if the initial height is 7.5 m

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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7.5 m
-2.0 m
6.0 m
h
where b = weir width (m) 2
g = gravitational acceleration (m/s)
h = height of water above the weir edge (m)
2.0 m
1.0 m wide weir
water flows
out through
this opening
The surge tank pictured (shown with clear sides for illustration purposes)
is used to even out variable flows. During periods of high flow, excess
water is diverted to the surge tank where it flows out more slowly over
the weir. The volumetric flow over the weir is
V = 0.011 * b* g¹/2h³/2
Assuming no excess flow is currently being diverted to the surge tank,
determine the time required for the water level in the tank to become 6.25
m if the initial height is 7.5 m
Transcribed Image Text:7.5 m -2.0 m 6.0 m h where b = weir width (m) 2 g = gravitational acceleration (m/s) h = height of water above the weir edge (m) 2.0 m 1.0 m wide weir water flows out through this opening The surge tank pictured (shown with clear sides for illustration purposes) is used to even out variable flows. During periods of high flow, excess water is diverted to the surge tank where it flows out more slowly over the weir. The volumetric flow over the weir is V = 0.011 * b* g¹/2h³/2 Assuming no excess flow is currently being diverted to the surge tank, determine the time required for the water level in the tank to become 6.25 m if the initial height is 7.5 m
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