AISCAISC 360-22
Formulas

Formulas: Material Properties at Elevated Temperatures

PDF page 673 · AISC 360-22

Formula 1

Fu(T)=1.25FyF_{u}(T)=1.25 F_{y}

Equation C-A-4-11

Fu(T)=Fy(T)F_{u}(T)=F_{y}(T)

Formula 3

(a) When 0.02<ε(T)0.040.02<\varepsilon(T) \leq 0.04

0.02<ε(T)0.040.02<\varepsilon(T) \leq 0.04

Equation C-A-4-12

F(T)=[Fu(T)Fy(T)0.02]ϵ(T)Fu(T)+2Fy(T)F(T)=\left[\frac{F_{u}(T)-F_{y}(T)}{0.02}\right] \epsilon(T)-F_{u}(T)+2 F_{y}(T)

Formula 5

ϵy(T=2%\epsilon_y(T = 2\% (vertical_reference_line - position: x = 2%2\%))

ϵy(T=2%\epsilon_y(T = 2\%

Formula 6

(b) When 0.04<ε(T)0.150.04<\varepsilon(T) \leq 0.15

0.04<ε(T)0.150.04<\varepsilon(T) \leq 0.15

Equation C-A-4-13

F(T)=Fu(T)F(T)=F_{u}(T)

Formula 8

(c) When 0.15<ε(T)<0.200.15<\varepsilon(T)<0.20

0.15<ε(T)<0.200.15<\varepsilon(T)<0.20

Equation C-A-4-14

F(T)=Fu(T)[1ε(T)0.150.05]F(T)=F_{u}(T)\left[1-\frac{\varepsilon(T)-0.15}{0.05}\right]

Formula 10

(d) When ε(T)0.20\varepsilon(T) \geq 0.20

ε(T)0.20\varepsilon(T) \geq 0.20

Formula 11

T212F(100CT \le 212^{\circ}F (100^{\circ}C — color: black; symbol: Solid line

T212F(100CT \le 212^{\circ}F (100^{\circ}C

Formula 12

T572F(300CT \le 572^{\circ}F (300^{\circ}C — color: black; symbol: Dashed line

T572F(300CT \le 572^{\circ}F (300^{\circ}C

Found in

On this page