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2. water flows into the 1 m diameter tank at a rate of 0.006 m3/s. it also leaves through a 5 cm diameter orifice at the bottom. at a certain height h, the efflux equals the influx. determine this equilibrium height h. neglect all losses.

Sagot :

At the bottom, there is a 5 cm diameter orifice through which it also exits. The efflux and influx are equal at height h, and this height is 0.475 m for equilibrium.

inlet at top=0.006 m³/s

hole of outlet = 5 Cm

height = h

for efflux = influx

influx= 0.006 m³/s

efflux=outlet=area*velocity

π/4*0.05²=Area,velocity =[tex]\sqrt 2gh[/tex]

0.006=π/4*0.05*[tex]\sqrt 2gh[/tex]

so  height  h= 0.475m

The term "influx & efflux," which comes from Walt Whitman's "Song of Myself," describes daily movements in which external influences enter bodies, permeate and perplex their organization, and then leave, having changed into something new.

Learn more about efflux here:

https://brainly.com/question/17087482

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