n. O• O M A :Homewo...->Fluid MechanicsBasra Engineering Technical CollegeHydrostatic ForcesSecond StageMSc. Zahraa A. NadeemHome Works1- A 60 cm square gate has its top edge 12 m below the watersurfacc. It is on a 45 angle and its bottom edge is hinged as shownWalerin Fig. What force P is needed to just open the gate and itslocation?Hinge2- A tank containing water is shown in Fig.Calculate the total resultant force actingon side ABCD of the container and thelocation of the center of pressure.y = 62.4 Ib/ftWater3- Find the total pressure and position of center of pressureFREE WATER SURFACEon a triangular plate of base 2 m and height 3 m which isimmersed in water in such a way that the planc of the plate2 m-makes an angle of 60 with the free surface of the water.The basc of the plate is parallel to water surface and at adepth of 2.5 m from water surface.4- The 200 kg, 5 m wide rectangular gate shown in Figureis hinged at B and leans against the floor at A making anWeterangle of 45° with the horizontal. The gate is to be openedfrom its lower edge by applying a normal force at its center.Determine the minimum force F required to open the water gate.19Fluid MechanicsBasra Engineering Technical CollegeHydrostatic ForcesSecond StageMSc. Zahraa A. Nadeem5- The tank with 3 m wide into the paper. Neglectingatmospheric pressure, compute the hydrostatic(a) horizontal force, (b) vertical force, and(c) resultant force on quarter-circle panel BC.6- The rectangular gat has dimensions 6 m by 2 m. Neglect the weight of the gate.Determine(a) The magnitude and location of the resultant force3 mHingeexerted on the gate by the waterAtmosphericpressure(b) The reaction at point A.30-6 mStopWaterII<>

Name: n. O• O M A :Homewo...->Fluid MechanicsBasra Engineering Technical Co
Uploaded: 2024-03-20T06:56:55.000Z
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Description: n. O• O M A :Homewo...->Fluid MechanicsBasra Engineering Technical CollegeHydrostatic ForcesSecond StageMSc. Zahraa A. NadeemHome Works1- A 60 cm square gate has its top edge 12 m below the watersurfacc. It is on a 45 angle and its bottom edge is hi