Longitudinal joint `Girth joint
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- The 12-ft wide quarter-circular gate AB is hinged at A. Determine the contact force between the gate and the smooth surface at B due to water pressure acting on the gate. Use =62.4lb/ft3 for water.One side of the container has a 03-m square door that is hinged at its top edge. If the container is filled with water, determine the smallest force F that must be applied to the bottom edge of the door to keep it closed.The strength per meter of the longitudinal joint in the figure is 480 kN, whereas or the girth joint is 200 kN. Determine the maximum diameter of the cylindrical tank if the internal pressure is 1.5 MPa.
- A water tank 3m in diameter and 6m high is made from 12mm thickness of steel. When the tank is filled with water: - Determine the circumferential stress - And the tension force in the vesselThe gauge pressure of the air in the tank shown in the figure is measured to be 56 kPa. Determine the differential height h of the mercury column.A cylindrical steel tank having an internal diameter of 50 in. is submerged in seawater (weight density =64 lb/ft3) to a depth of 9750 ft. The internal gage pressure in the tank is 1600 psi. (a) If the allowable stress of the steel is 32 ksi, what is the minimum allowable outside diameter of the tank? (b) What is the maximum tensile stress before the tank is immersed? Determine the external pressure of the seawater at a depth of 9750 ft. po= psi Determine the maximum magnitude of σr produced in the tank. σr = psi Based on the maximum magnitude of σr produced in the tank from Part 2, is there an outside diameter for which the radial stress magnitude will exceed the allowable stress of the steel in this case? More calculations are needed. No Yes For this case, choose the correct statement regarding the maximum magnitude circumferential normal stress. It occurs at the outer surface of the tank, and it is tensile. It occurs at the outer surface of the tank, and it…
- Show the derivation of the girth and longitudinalstresses of the thin-walled cylindrical container shownbelow. Say p is the internal pressure, d is the insidediameter of the container, and t is wall thickness.EMERGENCY!!!! The cover in the figure is hinged at the center O and has a fixed width w = 5 m. The equation of the surface is x = y2 / a (a = 3 m), the depth of the water to the right of the lid (D = 4 m). If the weight of the lid is neglected, it is necessary to keep the lid in balance. Find the size of the force (Fa) required, as shown. Take the density of the water as 999 kg / m3.Calculate the total hydrostatic force on the trapezoidal plate as shown in the figure. Give your answer exactly in terms of the physical constant ρg.
- Two hemispherical shells of inner diameter 1m are joined together with 12 equally spaced bolts. If the interior pressure is raised to 300kPa above atmospheric pressure, determine the tensile force in each bolt.A cylindrical tank of 1.5 m diameter and height 0,75 m has a hemispherical dome. The tank contains oil of relative density 0.84. The dame is joined to cylinder position by four equally spaced bolts. If pressure gauge at point M, 0.3 m above base of tank read 50 kPa. Determine force each bolt.Show the derivation of the girth and longitudinalstresses of the thin-walled cylindrical container shownbelow. Say p is the internal pressure, d is the insidediameter of the container, and t is wall thickness. Seefigure 103.