Tank 2 250m pipe Tank 1 system pipe 70m A reservoir tank (tank 1) with initial liquid depth of y=250 m supply liquid to storage tank (tank 2) where the change of depth was given as: dy -0.45 Q (y-y,)...


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Tank 2<br>250m<br>pipe<br>Tank 1<br>system<br>pipe<br>70m<br>A reservoir tank (tank 1) with initial liquid depth of y=250 m supply liquid to storage<br>tank (tank 2) where the change of depth was given as:<br>dy<br>-0.45 Q (y-y,)<br>dt<br>A,<br>Assume that the surface area of the pipe, A, = 80 m2, and the flow rate, Q = 45 m3 /<br>day, find the depth, y of the remaining liquid in the reservoir tank after 60 hours if the<br>depth of liquid in the storage tank y, = 70 m remains constant all the time. Use step<br>size of 12 hours and solve using Euler's method.<br>

Extracted text: Tank 2 250m pipe Tank 1 system pipe 70m A reservoir tank (tank 1) with initial liquid depth of y=250 m supply liquid to storage tank (tank 2) where the change of depth was given as: dy -0.45 Q (y-y,) dt A, Assume that the surface area of the pipe, A, = 80 m2, and the flow rate, Q = 45 m3 / day, find the depth, y of the remaining liquid in the reservoir tank after 60 hours if the depth of liquid in the storage tank y, = 70 m remains constant all the time. Use step size of 12 hours and solve using Euler's method.

Jun 05, 2022
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