Table B4.1a: Width-to-Thickness Ratios: Compression Elements Members Subjected to Axial Compression
PDF page 89 · AISC 360-22
Case: Unstiffened Elements Description of Element: (1) Flanges of rolled I-shaped sections (2) Plates projecting from rolled I-shaped sections (3) Outstanding legs of pairs of angles connected with continuous contact (4) Flanges of channels (5) Flanges of tees Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): Examples: <empty>
Case: 2 Description of Element: (1) Flanges of built-up l-shaped sections (2) Plates or angle legs projecting from built-up l-shaped sections Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): [a] Examples: <empty>
Case: 3 Description of Element: (1) Legs of single angles (2) Legs of double angles with separators (3) All other unstiffened elements Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): Examples: <empty>
Case: 4 Description of Element: Stems of tees Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): Examples: <empty>
Case: Stiffened Elements Description of Element: Webs of doubly symmetric rolled and built-up I-shaped sections and channels Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): Examples: <empty>
Case: 6 Description of Element: Walls of rectangular HSS Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): Examples: <empty>
Case: 7 Description of Element: Flange cover plates between lines of fasteners or welds Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): Examples: <empty>
Case: 8 Description of Element: All other stiffened elements Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): Examples: <empty>
Case: 9 Description of Element: Round HSS Width-to- Thickness Ratio: Limiting Width-to- Thickness Ratio (nonslender/ slender): Examples: <empty>
of elasticity of steel
specified minimum yield stress, ksi (MPa)
[a] kc = 4/√(h/tw), but shall not be taken as less than 0.35 nor greater than 0.76 for calculation purposes.