1500 lbf Problem 4 For the below beam, determine the minimum yield strength to have a...
A 1-in, constant diameter shaft is loaded with forces at A and B as shown, with ground reaction forces at O and C. The shaft also transmits a torque of 1500 lbf in throughout the length of the shaft. The shaft has a tensile yield strength of 130 kpsi. 460 lbf 575 lbf -12 in 18 in 1500 lbf-in А B ° To |--10 in- RO Rc Determine the minimum static factor of safety using the maximum-shear-stress failure theory, The...
Problem 10.81 The material shown in the figure below (Figure 1) has a yield strength of Oy = 80 ksi. Figure < 1 of 1 > 12 ksi 10 ksi -20 ksi Part A Determine the factor of safety for this loading against yielding based on the maximum shear stress theory. Express your answer to three significant figures. Y A vec mo? F.S. Submit Request Answer Part B Determine the factor of safety for this loading against yielding based on...
The shaft in the figure below is supported on journal bearings that do not offer any resistance to axial load. The yield strength of the material is o",-300 MPa and the safety factor is FS-2.5 Derive an expression for the components of the stress tensor at a cross section of the shaft Neglect the shear stress due to the transverse shear forces and determine to the nearest millimeter, the smallest diameter of the shaft that will support the loading strength....
5-36 This problem illustrates that the factor of safety for a machine element depends on the particular point selected for analysis. Here you are to compute factors of safety, based upon the distortion- energy theory, for stress elements at A and B of the member shown in the figure. This bar is made of AISI 1006 cold-drawn steel and is loaded by the forces F = 0.55 kN, P = 4.0 kN, and T = 25 N·m. -100 mm- Problem...
The shaft in the figure below is supported on journal bearings that do not offer any resistance to axial load. The yield strength of the material is Ơ,-300 MPa and the safety factor is FS-2.5 1) 2) 3) 4) Determine the reaction at the supports. Draw the shear force, bending and torsion moment diagrams Derive an expression for the components of the stress tensor at a cross section of the shaft Neglect the shear stress due to the transverse shear...
Problems 1. (Subtotal: 21 points) A steady torque of 1500 Ibf in is transmitted by a machined shaft made of steel with an ultimate tensile strength of 100 kpsi. The transverse cross section at the location of a shoulder against which a gear sits is subjected to a bending moment which is a sinusoidal function of time with a maximum of 800 lbf-in. Furthermore, this cross section is the location for the maximum von Mises stress. The smaller diameter at...
solve 1 and 3 please Wut unte. 02/06/2020, 12:00pm) Problem 1 (50 pts): For the beam shown, a) Determine the reaction forces at the supports b) Derive the loading, shear-force, and bending moment relationships (g(x), and c) Draw the V(x) and M(x) graphs and identify the locations of the maximum shear force and bending moment along the beam d) Determine the maximum tensile and compressive stresses e) Determine the maximum shear stress due to V 13 kN 50 mm --...
Problem 4 (3pts) The beam AB is supported by a single-shear pin connection at joint A and by a double-shear connection to member (1) at joint B. Member (1) is connected to the support at C with a double-shear pin connection. Member (1) has a cross-sectional area of 100 mm and a yield strength of 340 MPa. The pins at A, B, and C each have a diameter of 12 mm, and an ultimate shear strength of 270 MPa. Specifications...
Determine the required diameter of a steel transmission shaft 10 m in length and of yield strength 350 MPa in order to resist a torque of up to 500 N-m. The shaft is supported by frictionless bearings at its ends. Design the shaft with a factor of safety of 1.5 according to (a) the maximum shear stress theory and (b) the maximum distortion energy theory
the hollow tube down has an outside diameter of 45 mm and an inside diameter of 40 mm. the tube is made of an aluminum alloy with a minimum yield strength of 280 MPa. the bending load is F =1.5 kN, the axial load is P = 10kN and the twisting moment is T = 70 N-m. Determine the factor of safety based on the stress at point A using (a) the maximum shear stress theory and (b) the distortion...