2 1 1 1 1 1 1 D | 1 d ht v; The Canal Effect. The figure shows top and side views of an anchored barge which extends acr

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2 1 1 1 1 1 1 D 1 D Ht V The Canal Effect The Figure Shows Top And Side Views Of An Anchored Barge Which Extends Acr 1 (103.29 KiB) Viewed 56 times

2 1 1 1 1 1 1 D | 1 d ht v; The Canal Effect. The figure shows top and side views of an anchored barge which extends across a canal by distance d = 27.4 m and into the water by depth b = 10.9 m. The canal has a width D = 43.4 m, a water depth H = 14.5 m, and a uniform water-flow speed v; = 1.88 m/s. Assume that the flow around the barge is uniform. As the water passes the barge's bow (front end), the water level undergoes a dramatic dip known as the canal effect. If the dip has depth h = 0.861 m, determine the water speed alongside the boat through the vertical cross-sections at a) Point 1 V1 = m/s b) Point 2 V2 = m/s