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Find force at bottom of tank
Find force at bottom of tank











It will turn gray and the text above will go from “ON” to “ OFF”. Click on the “ Ad-Blocking” button at the bottom.Click the Ghostery icon in the browser extension area in the upper right-hand corner.Switch off the toggle to turn it from “ Enabled on this site” to “ Disabled on this site”.Click the AdBlocker Ultimate icon in the browser extension area in the upper right-hand corner.“ Block ads on – This website” switch off the toggle to turn it from blue to gray.Click the AdBlock Plus icon in the browser extension area in the upper right-hand corner.Refresh the page or click the button below to continue.Under “ Pause on this site” click “ Always”.Click the AdBlock icon in the browser extension area in the upper right-hand corner.The specific gravity of wooden block is 0.7.Adblock Adblock Plus Adblocker Ultimate Ghostery uBlock Origin Others Find the volume of water displaced and the position of center of buoyancy. A wooden block of width 2m, depth 1.5m and length 4m floats horizontally in water. Solution: Buoyant force per m = Weight of water displaced per m = 12039N/m Buoyant force for 3m (F B3) = 12039x3 = 36117N Weight for 3 m of pipe (W 3) = 22369N Upward force on each anchorage = F B3 – W 3 = 36117-22369 = 13748N 3. Calculate the buoyancy force per meter run and upward force on each anchorage. It is laid across the bed of a river, completely immersed in water and is anchored at intervals of 3m along its length. A steel pipeline carrying gas has an internal diameter of 120cm and an external diameter of 125cm. Solution: a) Weight of pontoon = Weight of water displaced W = 9810圆x10x2 = 1177200 N = 1177.2 KN b) Draught in sea water (D) = ? Weight of pontoon = Weight of sea water displaced 1177200 = 1177200 = D = 1.95m c) D max = 2.3m Load that can be supported in fresh water (P) = ? Total upthrust (F B) = Weight of water displaced = 9810圆x10x2.3 = 1353780N = 1353.78KN P = F B – W = 1353.78-1177.2= 176.58 KN 2.

find force at bottom of tank

Calculate (a) weight of pontoon, (b) its draught in seawater of density 1025 kg/m 3 and (c) the load that can be supported by the pontoon in fresh water if the maximum draught permissible is 2.3m. A rectangular pontoon has a width of 6m, length of 10m and a draught of 2m in fresh water.













Find force at bottom of tank