A PMMA plate with a 25 mm (width) x 6.5 mm (thickness) cross-section has a contained crack of length 2c = 0.5 mm in the center of the specimen. If the applied load (along the 2 length direction) is 1000 N, calculate the stress intensity factor. If the fracture toughness of PMMA, K1c = 1.15 MPa.m1/2, at what load (in N) does the crack propagate?
A PMMA plate with a 25 mm (width) x 6.5 mm (thickness) cross-section has a contained...
2) An aluminum specimen with a defect as shown having a thickness of 2 mm width 22 mm, the defect has a hole of 4.8S mm radius, the crack length is 12.5 mm from tip to tip the length of the specimen was 65 mm , this specimen is subjected to a tensile foree up to 6200 N, it fractured at Find the ultimate stress 2) An aluminum specimen with a defect as shown having a thickness of 2 mm...
2) An aluminum specimen with a defect as shown having a thickness of 2 mm width 22 mm, the defect has a hole of 4.8S mm radius, the crack length is 12.5 mm from tip to tip the length of the specimen was 65 mm , this specimen is subjected to a tensile foree up to 6200 N, it fractured at Find the ultimate stress 2) An aluminum specimen with a defect as shown having a thickness of 2 mm...
long plate of 10mm thickness, 300mm width subjected to remotely applied tensile load of 5kn fracture toughness 50 mpa sqrtm is the plate safe against catastrophic failure? And if the plate was of FINITE dimensions state will the opening mode stress intensity factor increase or decrease or stay the same
Strength of material 2) An aluminum specimen with a defeet as shown having a thickness of 2 mm width 22 mm, the defeet has a hole of 4.S mm radius, the crack length is 12.5 mm from tip to tip the length of the specimen was 65 mm , this specimen is subjected to a tensile fore up to 6200 N, it fractured at s4s0 Find the ultimate stress. 10 marks 2) An aluminum specimen with a defeet as shown...
The cross-section width is measured three times with the values 13.59 mm, 13.53 mm and 13.66 mm. the cross-section thicknesses are measured three times with 3.15 mm, 3.26 mm, and 3.15 mm, respectively. The gage length of the sample is 113.08 mm. The load- displacement curve is shown in Fig. 1. After experiment, the dimensions of the fracture cross-section are measured, with width 11.94 mm and thickness 2.32 mm, respectively as shown in Fig. 2. The yield force is 4537.5...
Deformation and Fracture Mechanics 1. (Fracture toughness) (a) An AISI 4340 steel plate has a width W of 30 cm and has a central crack 2a of 3 mm. The plate is under a uniform stress, ?·This steel has a Kic value of 50 m2. Find the maximum stress for this crack length. (b) If the operating stress is 1500 MPa, compute the maximum crack size that the steel may have without failure. 2. (Plastic zone radius) The size of...
A plate of an aluminum alloy with a center crack is cycled between 48.1 kN and 92.2 kN with crack growth data as given in the table below. The plate is of a rectangular cross section with a width of 152.4 mm and a thickness of 2.29 mm A plate of an aluminum alloy with a center crack is cycled between 48.1 kN and 92.2 kN with crack growth data as given in the table below. The plate is of...
A three-point bending same material, but one that has a square cross section of 14 mm in length on each edge. At what load would you expect this specimen to fracture if the support point separation is maintained at 49 mm? test was performed on an aluminum oxide specimen having a circular cross section of radius 5.7 mm; the specimen fractured at a load of 2970 N when the distance between support peints was 49 mm. Another test is to...
A specimen of ductile cast iron having a rectangular cross section of dimensions 4.8 mm x 15.9 mm is deformed in tension. Using the load-elongation data tabulated below, complete problems (a) through (e) a) Plot data as engineering stress versus engineering strain (Use the Excel if possible, and show the graph on a separate sheet, or copy on the bottom.) Load Length N mm 0 75 75.025 4,740 b) Determine the 0.2% offset yield strength; (Plot the data in a...
C5.2 The cantilever beam of length L has a rectangular cross section of constant width b. The height h of the beam varies as(h2 - h)(x/L)2. The magnitude of the uniformly distributed load is wo. Given L, b, hi, h2, and wo, construct an al gorithm to plot the maximum normal stress acting on the cross section as a function of x. (a) Run the algorithm with L 2 m, b 25 mm, h 30 mm, h2120 mm, and wo...