Method for evaluating macroscopic residual stress of steel wire
A technology of residual stress and steel wire, applied in force/torque/work measuring instruments, using stable tension/pressure to test material strength, measuring devices, etc., can solve problems such as complex measurement procedures, expensive equipment, and high technical requirements
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Embodiment 1、1860
[0042] Embodiment 1, 1860 grade high-strength low-relaxation carbon steel wire
[0043] A high-strength low-relaxation carbon steel wire with a diameter of 5.2mm and a standard strength of 1860MPa is loaded in stages at 50MPa. Under the nominal stress of 1400MPa, use a 50mm gauge length extensometer to measure the strain under each load; after exceeding 1400MPa, use a universal testing machine The displacement of the moving beam is used to estimate the strain at each loading level. The measured stress-strain curve is attached figure 1 , the instantaneous elastic modulus of each level of loading point (approximately replaced by the secant elastic modulus of each level of loading) see the attached figure 2 . attached by figure 2 It can be seen that when the nominal tensile stress is not greater than 1000MPa, the instantaneous elastic modulus basically remains unchanged in a straight line, so the average value of the secant elastic modulus under loading at various levels below...
Embodiment 2、1250
[0045] Embodiment 2, 1250 grade high-strength stainless steel wire
[0046] A high-strength stainless steel wire with a diameter of 5.6mm and a standard strength of 1250Mpa is loaded in stages at 50MPa. Below 1000MPa, use a 500mm gauge extensometer to measure the strain under each load; after exceeding 1000MPa, use a universal testing machine to move the beam displacement to estimate each Strain under load. The measured stress-strain curve is attached Figure 5 , the instantaneous elastic modulus of each level of loading point (approximately replaced by the secant elastic modulus of each level of loading) see the attached Image 6 . attached by Image 6 It can be seen that when the nominal tensile stress is not greater than 500MPa, the instantaneous elastic modulus remains basically unchanged in a straight line, so the average value of the secant elastic modulus under loading at various levels below 500MPa or the secant elastic modulus of 0-500MPa can be used to approximate...
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