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When a gravity-driven liquid jet issues from a slot in a tank, as in Fig an approximation for the exit velocity distribution is u = 29(h – z), where h is the depth of the jet centerline. Near the slot, the jet is horizontal, two-dimensional, and of thic kness 2L, as shown. Find a general expression for the total volume flow Q issuing from the slot; then take the limit of your result if L<< h. DI

When a gravity-driven liquid jet issues from a slot in a tank, as in Fig an approximation for the exit velocity distribution is u = 29(h – z), where h is the depth of the jet centerline. Near the slot, the jet is horizontal, two-dimensional, and of thic kness 2L, as shown. Find a general expression for the total volume flow Q issuing from the slot; then take the limit of your result if L<< h. DI

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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When a gravity-driven liquid jet issues from a slot in a tank, as in Fig. an approximation for the exit velocity distribution is u = 29(h – z), where h is the depth of the jet centerline. Near the slot, the jet is horizontal, two-dimensional, and of thic kness 21, as shown. Find a general expression for the total volume flow Q issuing from the slot; then take the limit of your result if L<< h.
Transcribed Image Text:When a gravity-driven liquid jet issues from a slot in a tank, as in Fig. an approximation for the exit velocity distribution is u = 29(h – z), where h is the depth of the jet centerline. Near the slot, the jet is horizontal, two-dimensional, and of thic kness 21, as shown. Find a general expression for the total volume flow Q issuing from the slot; then take the limit of your result if L<< h.
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