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- What wall thickness in mm is required for a 634 mm diameter cylinder under an internal pressure of 18 MPa? Use a design stress of 80 MPa?arrow_forwardFull answer please. Handwriting pleasearrow_forward8. A concrete wall footing with a width of 0.9 m and a depth of 0.6 m supports a centrally placed 0.6-m-thick wall. The ultimate bearing stress for the soil under the footing is 47 kN/m2. What is the height of the wall if a factor of safety of 5.0 is used? Concrete weighs 23.5 kN/m3 (assume depth of one meter) NOTE: please check options 0.6m R(m) Jestion 0.6m tely ar ate 05.16 m oogle pject) O 14.4 m MG-40 16 O5 pm ourse 1.8 marrow_forward
- A 12” X 16”simply supported pine wood beam is being considered to carry a uniform load distribution across a span of 12’ as shown. In addition to the uniform load, the beam is also subjected to a tensile load of 20 kips. If the ultimate tensile stress in pine wood is 4500 psi, determine whether the beam is considered safe according to the Allowable Stress Method, using a Factor of Safety 2.5. Hint: you can calculate the maximum tensile stress in the cross-section without having to use Mohr’s circlearrow_forwardQUESTION 3: A steel rope with a diameter of 1 cm is subjected to a tensile load of "60" N. Calculate the stress on the rope in the unit "MPa".arrow_forwardA 5 ft column is made from 2024-T4 Aluminum. Column has a square cross section of 2 in x 2 in. Both ends of the column are pinned. Calculate the critical load (Pcr). Note: I am having trouble understanding what the Module of Elasticity is for 2024-T4 Aluminum.arrow_forward
- 1. Use the tabulated solutions: Calculate the critical buckling stress for each of the flat plates shown. All are made from steel with E = 29 X 106 psi and v = 0.30 and are 3/16 inch thick. All edges are simply supported. (a) 48 in 48 in ' (b) 96 in 48 in (c) 48 in Note: if the tabulated solutions do not include the exact geometry ratio that you are looking for, interpolate between values in the table. 96 inarrow_forward9arrow_forward. A steel boiler 2.5 m in diameter has a wall thickness of 25 mm. The internal pressure is 1.6 MPa. Calculate the factor of safety if the maximum permissible stress for it is 250 MPa?arrow_forward
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