H.W3 A homogeneous 800 kg bar AB is supported at either end by a cable as shown in Fig. Calculate the smallest area of each cable if the stress is not to exceed 90 MPa in bronze and 120 MPa in steel. Bronze L = 4 m = br Ans Apr 43.6mm² A 10 m B Ast = 32.7mm² Steel L = 3m
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- draw and label the free body diagram3 Show complete solution and draw each step by step. the answer are 218 kN, 180 kN, 191 kNThe uniform 44 kN bar BC is supported by a pin at C and the aluminum wire AB. The cross-sectional area of the wire is 178.5 mm2. Assuming bar BC to be rigid, find the vertical displacement of B due to the weight of the bar. Use E = 71 GPa for aluminum. Anwer must be in mm.
- Thank you!! Calculate the maximum tensile stress in a plate subjected to a remote loading of P. The plate has a central hole as shown below. The stress concentration at the hole is 2.5 based on the remote average stress. The Plate thickness is 1cm, plate width 20 cm and the total load P is 25 kN. Identify the location of the maximum stress at BThe axial and circumferential stress experienced by the cylinder wall at mid-depth (1m as shown)Give me right solution with clear calculations
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- 1. An underwater vehicle that can be approximated as a sphere of radius r = 0.8 m is to operate at depth h=1000 m. It is constructed by joining two hemispheres with 40 equally spaced bolts, Figure Q1. The allowable stress for the bolts is 100 MPa. The sphere is filled with air at pressure p = 600 kPa. If the material of the sphere is steel with yield stress gx=600 MPa, and the factor of safety is n = 2.5 with respect to yielding, calculate the bolt diameter d and the required thickness of the sphere t. Assumptions: (a) The sphere may be treated as a thin-walled pressure vessel. (b) The sea water density p= 1000 kg/m³. (c) Buckling of the vessel will not occur. Spherical Vessel Bolts used to fix two hemispheres to each other 0.8 m Figure Q1The closed thin-walled tank has an inner radius of r and wall thickness t and contains a gas of pressure of p. The state of stress at point "a" on the surface of the tank is represented by stress components with an unknown stress element rotation angle of 0. Note that, the two normal stress components for x'y' system (note: not xy system!) are known: ox, = 120 MPa and Oy = 180 MPa, but the shear stress component (T,) is unknown. Determine: (1) the principal stresses at point a ; (2) Tx'yı ; (3) rotation angle of 0 . y 180 MPa 120 MPа х 0 = ? a Tyy = ? tank cross section stress state at point aThe uniform 18kg Bar OA is held in the position shown by a smooth pin at 0, and the cable AB which is in tension as shown. DA 1.5 m 60° 1.2 m What are the components of the Weight Vector (W), which is used to represent the weight of the bar OA W =Wi – Wyj (Answer in Newtons) Wy Choose... Choose... Next page us page