Problem 4: A component shown in the figure is subjected to cyclic force P and cyclic torsion T and cyclic bending momen...
Problem 4: A component shown in the figure is subjected to cyclic force P and cyclic torsion T and cyclic bending moment M Find the state of the stress at point A in the component. Show stress in an element M 2000 lb-in r-1/8" P 10000lb 5000|bin 1.75' 2" T MA 2000 i. -10000 Problem 4 If the component is machined from AISI 1040 HR steel. What is the safety factor against fatigue failure for infinite life? How much load...
Problem 1: A component shown in the figure is subjected to cyclic force P. Find the state of the stress at point A in the component. Show stress in an element Pmax-10000 lb 2" 1.75 Pmin-1000 lb Problem 1 If the component is machined from AISI 1040 HR steel. What is the safety factor against fatigue failure for infinite life. How much load can be increased (Pma10000K and Pin-1000K) to have the component survived at least 104 cycles? Find value...
Problem 1: A component shown in the figure is subjected to cyclic force P. Find the state of the stress at point A in the component. Show stress in an element Pmax-10000 lb 2" 1.75 Pmin-1000 lb Problem 1 If the component is machined from AISI 1040 HR steel. What is the safety factor against fatigue failure for infinite life. How much load can be increased (Pma10000K and Pin-1000K) to have the component survived at least 104 cycles? Find value...
The mechanical component shown in the figure is subjected to variable loading conditions that cause the axial stresses to fluctuate as indicated in the stress-time history. The material of the part is AISI 1045 HR steel with an ultimate static strength of 570 MPa. The part has been tested in the laboratory under different completely reversed stress amplitudes, the fatigue life results of these tests are shown in the table a) The S-N diagram of the part based on the...
Problem 4: The rotating shaft shown in the figure is machined from AISI 1020 CD steel. It is subjected to a force of F=6 kN. Find the maximum factor of safety for fatigue based on infinite life. If the life is not infinite, estimate the number of cycles. Be sure to check for yielding. All dimensions are in mm.
In the figure below, a rotating shaft (for speed reducing gearbox) is subjected to radial forces at A= 400 lbr .and at C = 800 Ibr. These radial forces are caused by spur gears mounted to shaft (a result of the pressure angle of the teeth, 20 degrees) that mesh with 2 other spur gears, not shown. Also, The shaft transmits a constant torque of 11110 in-lbr (925 ft-lbr) due to the tangential force (Wt: transmitted load) at C of...
Problem 1 A thin-walled pressure vessel of mean radius R 100 mm and thickness t (R) is subjected to cyclic internal pressure p in the range -3 MPa p7 MPa. Using Soderberg's relation with maximum distortional strain energy theory, and safety factor of 2.6 determine the number of cycles to failure ift-5 mm Assume ơy(yield stress)-350 MPa, NY (Number of cycles to yield)-10, ơ (endurance stress)-290 MPa, Ne (number ofcycles associated with endurance stress)-10 Problem 1 A thin-walled pressure vessel...
1) The shaft shown in the figure is machined from AISI 1040 CD steel. The shaft rotates at 1600 rpm and is supported in rolling bearings at A and B. The applied forces are F1-1000 lbf and F2-400 lbf. The torque, 100 lbf.in, is also applied between C and D. Determine the minimum fatigue factor of safety based on: a) Soderburg b) Modified-Goodman c) Gerber d) ASME-DE (ASME-DE criteria e) If infinite life is not predicted, estimate the number of...
A cylindrical bar of ductile cast iron is subjected to reversed and rotating-bending tests, test results (i.e., S-N behavior) are shown in Animated Figure 8.21. If the bar diameter is 8.52 mm, determine the maximum cyclic load that may be applied to ensure that fatigue failure will not occur. Assume a factor of safety of 2.21 and that the distance between loadbearing points is 55.3 mm. answer in N We were unable to transcribe this imageReferences Cycles to failure 3.2E...
a solid circular shaft of radius a is subjected to the combined axial load P, bending moment M, and torsional moment T shown. Assume that M = Pa/2 and T = Pa/2. The axial load is constant while the moments M and T are completely reversed cyclic (recall, completely reversed cyclic means having the same amplitude in positive and negative sense in a cycle). The material of the shaft has the yield stress of 300 MPa and endurance limit of...