Metal ultrasonic fatigue testing method of uniform cross section segment-containing plate-shaped sample
A fatigue test, constant section technique, applied to the analysis of solids with sonic/ultrasonic/infrasonic waves in the same direction
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Embodiment 1
[0136] Taking a steel material for automobile plates as an example, it is assumed that the dimensional accuracy is controlled very well during the sample processing.
[0137] 1. Measure the elastic modulus E=206GPa, density ρ=7850kg / m 3 .
[0138] 2. Design the sample size. The preset axial tension and compression specimens are plate-shaped ultrasonic fatigue specimens with equal cross-section sections, such as image 3 Shown. First draw up its size parameters, L 1 =12.5mm, L 2 =20mm, b 1 = 3mm, b 2 =10mm, b 1 Is the thickness of the plate equal section section, b 2 Is the thickness at both ends of the board, L 1 Is half of the length of the plate equal section section, L 2 Is the length of the variable section of the plate. When calculating, convert all the known parameters into dimensional units of mm, g, ms, and calculate the length L at both ends of the sample by the formula (4) to calculate the length at both ends of the plate-shaped sample 3 = 11.13mm, the transition arc rad...
Embodiment 2
[0144] Take the same steel material for automobile plates as in Example 1. It is assumed that the dimensional accuracy is not well controlled during the processing of the sample, and the surface is polished after the sample is processed, resulting in a large deviation between the actual size of the sample and the design size .
[0145] 1. Measure the elastic modulus E=206GPa and density ρ=7850kg / m of the steel material for automobile plates 3 .
[0146] 2. Design the sample size. The preset axial tension and compression specimens are plate-shaped ultrasonic fatigue specimens with equal cross-section sections, such as image 3 Shown. First draw up its size parameters, L 1 =12.5mm, L 2 =20mm, b 1 = 3mm, b 2 =10mm, b 1 Is the thickness of the equal section of the plate, b 2 Is the thickness at both ends of the board, L 1 Is half of the length of the plate equal section section, L 2 Is the length of the variable section of the plate. When calculating, convert all the known parameters...
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