A large flat plate is subjected to a constant-stress-amplitude fatigue loading. Before the fatigue test, the precrack l...
A large flat plate is subjected to a constant-stress-amplitude uniaxial cyclic tensile stress. Compute the surface crack length after 7.0x10 loading cycles. Assume the initial edge surface crack length of 1.80 mm and a maximum tensile stress of 160 MPa. The minimum tensile stress is 0, Assume m = 1.8 and A = 7.5×10-12 in MPa and meter units. Assume Y -1.25. A large flat plate is subjected to a constant-stress-amplitude uniaxial cyclic tensile stress. Compute the surface crack length...
A large flat plate is subjected to constant-amplitude uniaxial cyclic tensile stresses of a maximum stress of 147 and a minimum stress of 32 MPa. If before testing the largest surface crack is 0.98 mm and the plain-strain fracture toughness of the plate is 33.4 MPa m1/2, estimate the fatigue life of the plate in cycles to failure. For the plate, m = 3.7 and A = 5.0 x 10-12 in MPa and meter units. Assume Y = 1.14
Help 7.16 Started: Mar 13 at 11:30pm Quiz Instructions Question 1 1 pts Alarge flat plate is subjected to constant-amplitude uniaxial cyclic tensile stresses of a maximum stress of 102 and a minimum stress of 24 MPa. If before testing the largest surface crack is 0.61 mm and the plain-strain fracture toughness of the plate is 31.6 MPa m1/2 estimate the fatigue life of the plate in cycles to failure. For the plate, m - 4.2 and A = 5.0...
A structural component in the shape of a flat plate 25.0 mm thick is to be fabricated from a metal alloy for which the yield strength and plane strain fracture toughness values are 545 MPa and 29.6 MPa-m1/2, respectively. For this particular geometry, the value of Y is 1.3. Assuming a design stress of 0.3 times the yield strength, calculate the critical length of a surface flaw. (in mm) incorrect answer 2.222 mm
1. A large plate is fabricated from a steel alloy that has a plane strain fracture toughness of 82.4 MPavm. If the plate is exposed to a tensile stress of 345 MPa during service use, determine the minimum length of a surface crack that will lead to fracture. Assume a value of 1.0 for Y. Maximum stress at tip of elliptically shaped crack Pt 2Ery, 1/2 critical stress required for crack propagation in a brittle material πα KIe YoeVra Fracture...
A large plate of a completely brittle material is put under an 85 MPa tensile stress. The Young's modulus of this material is 140 GPa, and its surface energy is 450 mJ/m2. A crack exists at the edge of the plate with the plane of the crack perpendicular to the tensile stress. Use the Griffith equation to calculate the maximum crack depth that can be tolerated without fracturing the plate under the 85 MPa tensile stress. (hint: A joule is...
alem1s aonsalpn A rectangular plate is subjected to a plane stress state with principal stresses: σ,-67 MPa and σ,--23 MPa. The first principal stress acts in the x-direction and the second principal stress acts in the y-direction. The in-plane dimensions of the plate are given below. The out-of-plane dimension is 20 mm. The plate is made of material with E 200 GPa and v 0.30. Answer the following questions. a) What is the maximum in-plane shear strain Vmax in the...
MEE2001/2015 Q5. A thin walled steel cylinder with 10 mm wall thickness and internal diameter of 200 mm (Fig. Q5) is subjected to an internal pressure, p. The steel used for the cylinder has a yield stress of 240 MPa. +F 200 mm Fig. Q5 (a) If a tensile axial force of 1MN is applied to the end plate, show that the maximum internal pressure that can be applied before the cylinder yields according to the Tresca criterion is 16.2...
4. A structural member is subjected to combined loading so that the stress as shown in Fig. P4 occurs at a critical point. The tensile yield strength of the material is 300 MPa. What will be the safety factor according to maximum shearing stress theory? (a) 2.98, (b) 2.58, (c) 1.58, (d) 2.08, (e) none of above 120 50 30 50 80 20 MPa 30 20 10 Fig. 24
4. A structural member is subjected to combined loading so that the stress as shown in Fig. P4 occurs at a critical point. The tensile yield strength of the material is 300 MPa. What will be the safety factor according to maximum shearing stress theory? (a) 2.98. (b) 2.58, (c) 1.58, (d) 2.08, (e) none of above 120 50 30 50 80 20 MPa 30 20 10 Fig. P4