h Fig. P1.8-3 3-3 Water flows into a tank at a rate of q; units/s and flows out through the outflow valve at a rate of 9, units/s (Fig. P1.8-3). Determine the equation relating the outflow q, to the input q j. The outflow rate is proportional to the head h. Thus qo = Rh where R is the valve resistance. Determine also the differential equation relating the head h to the input q j. (Hint: The net inflow of water in time At is (qi– 9.)At. This inflow is also AAh where A is the cross
h Fig. P1.8-3 3-3 Water flows into a tank at a rate of q; units/s and flows out through the outflow valve at a rate of 9, units/s (Fig. P1.8-3). Determine the equation relating the outflow q, to the input q j. The outflow rate is proportional to the head h. Thus qo = Rh where R is the valve resistance. Determine also the differential equation relating the head h to the input q j. (Hint: The net inflow of water in time At is (qi– 9.)At. This inflow is also AAh where A is the cross
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Transcribed Image Text:h
Fig. P1.8-3
1.8-3 Water flows into a tank at a rate of q; units/s and flows out through the outflow valve at a rate
of q, units/s (Fig. P1.8-3). Determine the equation relating the outflow q, to the input q j. The
outflow rate is proportional to the head h. Thus 9. = Rh where Ris the valve resistance. Determine
also the differential equation relating the head h to the input q j-
(Hint: The net inflow of water in time At is (q; – 9.)At. This inflow is also AAh where A is the cross
section of the tank.)
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