2020
DOI: 10.1016/j.conbuildmat.2020.120582
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Mechanical properties of 1670 MPa parallel wire strands at elevated temperatures

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Cited by 23 publications
(3 citation statements)
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“…According to the test data, fitting equations for reduction factors of mechanical properties of steel wires after exposed to elevated temperature are given as follows, 4.4.2. Proportional limit (9) where, and σp are the proportional limit of the steel wire after cooling from temperature T and at ambient temperature, respectively.…”
Section: Fitting Equation For Reduction Factorsmentioning
confidence: 99%
See 1 more Smart Citation
“…According to the test data, fitting equations for reduction factors of mechanical properties of steel wires after exposed to elevated temperature are given as follows, 4.4.2. Proportional limit (9) where, and σp are the proportional limit of the steel wire after cooling from temperature T and at ambient temperature, respectively.…”
Section: Fitting Equation For Reduction Factorsmentioning
confidence: 99%
“…Shakya et al [6] studied the mechanical performance of steel cables composed of 7 Grade 1860 steel wires at elevated temperatures, and gave an empirical equation for the mechanical properties of steel cables as a function of the temperature. Du et al [7][8][9][10] carried out tensile tests at elevated temperatures on a Grade 1670 steel cable, a Grade 1670 parallel steel wire strand, and a Grade 1860 steel cable, and revealed the relationship between the reduction factor of mechanical behaviors and the temperature. Sun et al [11][12][13] conducted tensile tests at elevated temperatures on a Grade 1500 stainless steel cable, a Grade 1670 high-vanadium cable, and a Grade 1770 steel wire coated with 5% zinc-aluminum alloy, and obtained a reduction factor equation for mechanical properties of steel cables and steel wires.…”
Section: Introductionmentioning
confidence: 99%
“…Shakya et al [6] studied the mechanical performance of steel cables composed of 7 Grade 1860 steel wires at elevated temperatures, and gave an empirical equation for the mechanical properties of steel cables as a function of the temperature. Du et al [7][8][9][10] carried out tensile tests at elevated temperatures on a Grade 1670 steel cable, a Grade 1670 parallel steel wire cable, and a Grade 1860 steel cable, and revealed the relationship between the reduction factor of mechanical behaviors and the temperature. Sun et al [11][12][13] conducted tensile tests at elevated temperatures on a Grade 1500 stainless steel cable, a Grade 1670 high-vanadium cable, and a Grade 1770 steel wire coated with 5% zinc-aluminum alloy, and obtained a reduction factor equation for mechanical properties of steel cables and steel wires.…”
Section: Introductionmentioning
confidence: 99%