b66e0abd-533f-4299-84a1-8c95ccbe41ce 11 4 5 false false 0 decimal
&[DATE] &[TIME] - &[FILENAME]
&[PAGENUM] / &[COUNT]

AISC Shapes

Table from https://www.aisc.org/globalassets/aisc/manual/v15.0-shapes-database/aisc-shapes-database-v15.0.xlsx

 <content> <p>AISC TABLE</p> </content> <content> <p>AISC HEAD</p> </content>

Input

Output

 1250 19 0.438

Property for the shape

Description

 Thickness of angle leg, in. (mm)

With controls
  • "W44X335"
  • "W44X290"
  • "W44X262"
  • "W44X230"
  • "W40X655"
  • "W40X593"
  • "W40X503"
  • "W40X431"
  • "W40X397"
  • "W40X372"
  • "W40X362"
  • "W40X324"
  • "W40X297"
  • "W40X277"
  • "W40X249"
  • "W40X215"
  • "W40X199"
  • "W40X392"
  • "W40X331"
  • "W40X327"
  • "W40X294"
  • "W40X278"
  • "W40X264"
  • "W40X235"
  • "W40X211"
  • "W40X183"
  • "W40X167"
  • "W40X149"
  • "W36X925"
  • "W36X853"
  • "W36X802"
  • "W36X723"
  • "W36X652"
  • "W36X529"
  • "W36X487"
  • "W36X441"
  • "W36X395"
  • "W36X361"
  • "W36X330"
  • "W36X302"
  • "W36X282"
  • "W36X262"
  • "W36X247"
  • "W36X231"
  • "W36X256"
  • "W36X232"
  • "W36X210"
  • "W36X194"
  • "W36X182"
  • "W36X170"
  • "W36X160"
  • "W36X150"
  • "W36X135"
  • "W33X387"
  • "W33X354"
  • "W33X318"
  • "W33X291"
  • "W33X263"
  • "W33X241"
  • "W33X221"
  • "W33X201"
  • "W33X169"
  • "W33X152"
  • "W33X141"
  • "W33X130"
  • "W33X118"
  • "W30X391"
  • "W30X357"
  • "W30X326"
  • "W30X292"
  • "W30X261"
  • "W30X235"
  • "W30X211"
  • "W30X191"
  • "W30X173"
  • "W30X148"
  • "W30X132"
  • "W30X124"
  • "W30X116"
  • "W30X108"
  • "W30X99"
  • "W30X90"
  • "W27X539"
  • "W27X368"
  • "W27X336"
  • "W27X307"
  • "W27X281"
  • "W27X258"
  • "W27X235"
  • "W27X217"
  • "W27X194"
  • "W27X178"
  • "W27X161"
  • "W27X146"
  • "W27X129"
  • "W27X114"
  • "W27X102"
  • "W27X94"
  • "W27X84"
  • "W24X370"
  • "W24X335"
  • "W24X306"
  • "W24X279"
  • "W24X250"
  • "W24X229"
  • "W24X207"
  • "W24X192"
  • "W24X176"
  • "W24X162"
  • "W24X146"
  • "W24X131"
  • "W24X117"
  • "W24X104"
  • "W24X103"
  • "W24X94"
  • "W24X84"
  • "W24X76"
  • "W24X68"
  • "W24X62"
  • "W24X55"
  • "W21X275"
  • "W21X248"
  • "W21X223"
  • "W21X201"
  • "W21X182"
  • "W21X166"
  • "W21X147"
  • "W21X132"
  • "W21X122"
  • "W21X111"
  • "W21X101"
  • "W21X93"
  • "W21X83"
  • "W21X73"
  • "W21X68"
  • "W21X62"
  • "W21X55"
  • "W21X48"
  • "W21X57"
  • "W21X50"
  • "W21X44"
  • "W18X311"
  • "W18X283"
  • "W18X258"
  • "W18X234"
  • "W18X211"
  • "W18X192"
  • "W18X175"
  • "W18X158"
  • "W18X143"
  • "W18X130"
  • "W18X119"
  • "W18X106"
  • "W18X97"
  • "W18X86"
  • "W18X76"
  • "W18X71"
  • "W18X65"
  • "W18X60"
  • "W18X55"
  • "W18X50"
  • "W18X46"
  • "W18X40"
  • "W18X35"
  • "W16X100"
  • "W16X89"
  • "W16X77"
  • "W16X67"
  • "W16X57"
  • "W16X50"
  • "W16X45"
  • "W16X40"
  • "W16X36"
  • "W16X31"
  • "W16X26"
  • "W14X873"
  • "W14X808"
  • "W14X730"
  • "W14X665"
  • "W14X605"
  • "W14X550"
  • "W14X500"
  • "W14X455"
  • "W14X426"
  • "W14X398"
  • "W14X370"
  • "W14X342"
  • "W14X311"
  • "W14X283"
  • "W14X257"
  • "W14X233"
  • "W14X211"
  • "W14X193"
  • "W14X176"
  • "W14X159"
  • "W14X145"
  • "W14X132"
  • "W14X120"
  • "W14X109"
  • "W14X99"
  • "W14X90"
  • "W14X82"
  • "W14X74"
  • "W14X68"
  • "W14X61"
  • "W14X53"
  • "W14X48"
  • "W14X43"
  • "W14X38"
  • "W14X34"
  • "W14X30"
  • "W14X26"
  • "W14X22"
  • "W12X336"
  • "W12X305"
  • "W12X279"
  • "W12X252"
  • "W12X230"
  • "W12X210"
  • "W12X190"
  • "W12X170"
  • "W12X152"
  • "W12X136"
  • "W12X120"
  • "W12X106"
  • "W12X96"
  • "W12X87"
  • "W12X79"
  • "W12X72"
  • "W12X65"
  • "W12X58"
  • "W12X53"
  • "W12X50"
  • "W12X45"
  • "W12X40"
  • "W12X35"
  • "W12X30"
  • "W12X26"
  • "W12X22"
  • "W12X19"
  • "W12X16"
  • "W12X14"
  • "W10X112"
  • "W10X100"
  • "W10X88"
  • "W10X77"
  • "W10X68"
  • "W10X60"
  • "W10X54"
  • "W10X49"
  • "W10X45"
  • "W10X39"
  • "W10X33"
  • "W10X30"
  • "W10X26"
  • "W10X22"
  • "W10X19"
  • "W10X17"
  • "W10X15"
  • "W10X12"
  • "W8X67"
  • "W8X58"
  • "W8X48"
  • "W8X40"
  • "W8X35"
  • "W8X31"
  • "W8X28"
  • "W8X24"
  • "W8X21"
  • "W8X18"
  • "W8X15"
  • "W8X13"
  • "W8X10"
  • "W6X25"
  • "W6X20"
  • "W6X15"
  • "W6X16"
  • "W6X12"
  • "W6X9"
  • "W6X8.5"
  • "W5X19"
  • "W5X16"
  • "W4X13"
  • "M12.5X12.4"
  • "M12.5X11.6"
  • "M12X11.8"
  • "M12X10.8"
  • "M12X10"
  • "M10X9"
  • "M10X8"
  • "M10X7.5"
  • "M8X6.5"
  • "M8X6.2"
  • "M6X4.4"
  • "M6X3.7"
  • "M5X18.9"
  • "M4X6"
  • "M4X4.08"
  • "M4X3.45"
  • "M4X3.2"
  • "M3X2.9"
  • "S24X121"
  • "S24X106"
  • "S24X100"
  • "S24X90"
  • "S24X80"
  • "S20X96"
  • "S20X86"
  • "S20X75"
  • "S20X66"
  • "S18X70"
  • "S18X54.7"
  • "S15X50"
  • "S15X42.9"
  • "S12X50"
  • "S12X40.8"
  • "S12X35"
  • "S12X31.8"
  • "S10X35"
  • "S10X25.4"
  • "S8X23"
  • "S8X18.4"
  • "S6X17.25"
  • "S6X12.5"
  • "S5X10"
  • "S4X9.5"
  • "S4X7.7"
  • "S3X7.5"
  • "S3X5.7"
  • "HP18X204"
  • "HP18X181"
  • "HP18X157"
  • "HP18X135"
  • "HP16X183"
  • "HP16X162"
  • "HP16X141"
  • "HP16X121"
  • "HP16X101"
  • "HP16X88"
  • "HP14X117"
  • "HP14X102"
  • "HP14X89"
  • "HP14X73"
  • "HP12X89"
  • "HP12X84"
  • "HP12X74"
  • "HP12X63"
  • "HP12X53"
  • "HP10X57"
  • "HP10X42"
  • "HP8X36"
  • "C15X50"
  • "C15X40"
  • "C15X33.9"
  • "C12X30"
  • "C12X25"
  • "C12X20.7"
  • "C10X30"
  • "C10X25"
  • "C10X20"
  • "C10X15.3"
  • "C9X20"
  • "C9X15"
  • "C9X13.4"
  • "C8X18.75"
  • "C8X13.75"
  • "C8X11.5"
  • "C7X14.75"
  • "C7X12.25"
  • "C7X9.8"
  • "C6X13"
  • "C6X10.5"
  • "C6X8.2"
  • "C5X9"
  • "C5X6.7"
  • "C4X7.25"
  • "C4X6.25"
  • "C4X5.4"
  • "C4X4.5"
  • "C3X6"
  • "C3X5"
  • "C3X4.1"
  • "C3X3.5"
  • "MC18X58"
  • "MC18X51.9"
  • "MC18X45.8"
  • "MC18X42.7"
  • "MC13X50"
  • "MC13X40"
  • "MC13X35"
  • "MC13X31.8"
  • "MC12X50"
  • "MC12X45"
  • "MC12X40"
  • "MC12X35"
  • "MC12X31"
  • "MC12X14.3"
  • "MC12X10.6"
  • "MC10X41.1"
  • "MC10X33.6"
  • "MC10X28.5"
  • "MC10X25"
  • "MC10X22"
  • "MC10X8.4"
  • "MC10X6.5"
  • "MC9X25.4"
  • "MC9X23.9"
  • "MC8X22.8"
  • "MC8X21.4"
  • "MC8X20"
  • "MC8X18.7"
  • "MC8X8.5"
  • "MC7X22.7"
  • "MC7X19.1"
  • "MC6X18"
  • "MC6X15.3"
  • "MC6X16.3"
  • "MC6X15.1"
  • "MC6X12"
  • "MC6X7"
  • "MC6X6.5"
  • "MC4X13.8"
  • "MC3X7.1"
  • "L12X12X1-3/8"
  • "L12X12X1-1/4"
  • "L12X12X1-1/8"
  • "L12X12X1"
  • "L10X10X1-3/8"
  • "L10X10X1-1/4"
  • "L10X10X1-1/8"
  • "L10X10X1"
  • "L10X10X7/8"
  • "L10X10X3/4"
  • "L8X8X1-1/8"
  • "L8X8X1"
  • "L8X8X7/8"
  • "L8X8X3/4"
  • "L8X8X5/8"
  • "L8X8X9/16"
  • "L8X8X1/2"
  • "L8X6X1"
  • "L8X6X7/8"
  • "L8X6X3/4"
  • "L8X6X5/8"
  • "L8X6X9/16"
  • "L8X6X1/2"
  • "L8X6X7/16"
  • "L8X4X1"
  • "L8X4X7/8"
  • "L8X4X3/4"
  • "L8X4X5/8"
  • "L8X4X9/16"
  • "L8X4X1/2"
  • "L8X4X7/16"
  • "L7X4X3/4"
  • "L7X4X5/8"
  • "L7X4X1/2"
  • "L7X4X7/16"
  • "L7X4X3/8"
  • "L6X6X1"
  • "L6X6X7/8"
  • "L6X6X3/4"
  • "L6X6X5/8"
  • "L6X6X9/16"
  • "L6X6X1/2"
  • "L6X6X7/16"
  • "L6X6X3/8"
  • "L6X6X5/16"
  • "L6X4X7/8"
  • "L6X4X3/4"
  • "L6X4X5/8"
  • "L6X4X9/16"
  • "L6X4X1/2"
  • "L6X4X7/16"
  • "L6X4X3/8"
  • "L6X4X5/16"
  • "L6X3-1/2X1/2"
  • "L6X3-1/2X3/8"
  • "L6X3-1/2X5/16"
  • "L5X5X7/8"
  • "L5X5X3/4"
  • "L5X5X5/8"
  • "L5X5X1/2"
  • "L5X5X7/16"
  • "L5X5X3/8"
  • "L5X5X5/16"
  • "L5X3-1/2X3/4"
  • "L5X3-1/2X5/8"
  • "L5X3-1/2X1/2"
  • "L5X3-1/2X3/8"
  • "L5X3-1/2X5/16"
  • "L5X3-1/2X1/4"
  • "L5X3X1/2"
  • "L5X3X7/16"
  • "L5X3X3/8"
  • "L5X3X5/16"
  • "L5X3X1/4"
  • "L4X4X3/4"
  • "L4X4X5/8"
  • "L4X4X1/2"
  • "L4X4X7/16"
  • "L4X4X3/8"
  • "L4X4X5/16"
  • "L4X4X1/4"
  • "L4X3-1/2X1/2"
  • "L4X3-1/2X3/8"
  • "L4X3-1/2X5/16"
  • "L4X3-1/2X1/4"
  • "L4X3X5/8"
  • "L4X3X1/2"
  • "L4X3X3/8"
  • "L4X3X5/16"
  • "L4X3X1/4"
  • "L3-1/2X3-1/2X1/2"
  • "L3-1/2X3-1/2X7/16"
  • "L3-1/2X3-1/2X3/8"
  • "L3-1/2X3-1/2X5/16"
  • "L3-1/2X3-1/2X1/4"
  • "L3-1/2X3X1/2"
  • "L3-1/2X3X7/16"
  • "L3-1/2X3X3/8"
  • "L3-1/2X3X5/16"
  • "L3-1/2X3X1/4"
  • "L3-1/2X2-1/2X1/2"
  • "L3-1/2X2-1/2X3/8"
  • "L3-1/2X2-1/2X5/16"
  • "L3-1/2X2-1/2X1/4"
  • "L3X3X1/2"
  • "L3X3X7/16"
  • "L3X3X3/8"
  • "L3X3X5/16"
  • "L3X3X1/4"
  • "L3X3X3/16"
  • "L3X2-1/2X1/2"
  • "L3X2-1/2X7/16"
  • "L3X2-1/2X3/8"
  • "L3X2-1/2X5/16"
  • "L3X2-1/2X1/4"
  • "L3X2-1/2X3/16"
  • "L3X2X1/2"
  • "L3X2X3/8"
  • "L3X2X5/16"
  • "L3X2X1/4"
  • "L3X2X3/16"
  • "L2-1/2X2-1/2X1/2"
  • "L2-1/2X2-1/2X3/8"
  • "L2-1/2X2-1/2X5/16"
  • "L2-1/2X2-1/2X1/4"
  • "L2-1/2X2-1/2X3/16"
  • "L2-1/2X2X3/8"
  • "L2-1/2X2X5/16"
  • "L2-1/2X2X1/4"
  • "L2-1/2X2X3/16"
  • "L2-1/2X1-1/2X1/4"
  • "L2-1/2X1-1/2X3/16"
  • "L2X2X3/8"
  • "L2X2X5/16"
  • "L2X2X1/4"
  • "L2X2X3/16"
  • "L2X2X1/8"
  • "WT22X167.5"
  • "WT22X145"
  • "WT22X131"
  • "WT22X115"
  • "WT20X327.5"
  • "WT20X296.5"
  • "WT20X251.5"
  • "WT20X215.5"
  • "WT20X198.5"
  • "WT20X186"
  • "WT20X181"
  • "WT20X162"
  • "WT20X148.5"
  • "WT20X138.5"
  • "WT20X124.5"
  • "WT20X107.5"
  • "WT20X99.5"
  • "WT20X196"
  • "WT20X165.5"
  • "WT20X163.5"
  • "WT20X147"
  • "WT20X139"
  • "WT20X132"
  • "WT20X117.5"
  • "WT20X105.5"
  • "WT20X91.5"
  • "WT20X83.5"
  • "WT20X74.5"
  • "WT18X462.5"
  • "WT18X426.5"
  • "WT18X401"
  • "WT18X361.5"
  • "WT18X326"
  • "WT18X264.5"
  • "WT18X243.5"
  • "WT18X220.5"
  • "WT18X197.5"
  • "WT18X180.5"
  • "WT18X165"
  • "WT18X151"
  • "WT18X141"
  • "WT18X131"
  • "WT18X123.5"
  • "WT18X115.5"
  • "WT18X128"
  • "WT18X116"
  • "WT18X105"
  • "WT18X97"
  • "WT18X91"
  • "WT18X85"
  • "WT18X80"
  • "WT18X75"
  • "WT18X67.5"
  • "WT16.5X193.5"
  • "WT16.5X177"
  • "WT16.5X159"
  • "WT16.5X145.5"
  • "WT16.5X131.5"
  • "WT16.5X120.5"
  • "WT16.5X110.5"
  • "WT16.5X100.5"
  • "WT16.5X84.5"
  • "WT16.5X76"
  • "WT16.5X70.5"
  • "WT16.5X65"
  • "WT16.5X59"
  • "WT15X195.5"
  • "WT15X178.5"
  • "WT15X163"
  • "WT15X146"
  • "WT15X130.5"
  • "WT15X117.5"
  • "WT15X105.5"
  • "WT15X95.5"
  • "WT15X86.5"
  • "WT15X74"
  • "WT15X66"
  • "WT15X62"
  • "WT15X58"
  • "WT15X54"
  • "WT15X49.5"
  • "WT15X45"
  • "WT13.5X269.5"
  • "WT13.5X184"
  • "WT13.5X168"
  • "WT13.5X153.5"
  • "WT13.5X140.5"
  • "WT13.5X129"
  • "WT13.5X117.5"
  • "WT13.5X108.5"
  • "WT13.5X97"
  • "WT13.5X89"
  • "WT13.5X80.5"
  • "WT13.5X73"
  • "WT13.5X64.5"
  • "WT13.5X57"
  • "WT13.5X51"
  • "WT13.5X47"
  • "WT13.5X42"
  • "WT12X185"
  • "WT12X167.5"
  • "WT12X153"
  • "WT12X139.5"
  • "WT12X125"
  • "WT12X114.5"
  • "WT12X103.5"
  • "WT12X96"
  • "WT12X88"
  • "WT12X81"
  • "WT12X73"
  • "WT12X65.5"
  • "WT12X58.5"
  • "WT12X52"
  • "WT12X51.5"
  • "WT12X47"
  • "WT12X42"
  • "WT12X38"
  • "WT12X34"
  • "WT12X31"
  • "WT12X27.5"
  • "WT10.5X137.5"
  • "WT10.5X124"
  • "WT10.5X111.5"
  • "WT10.5X100.5"
  • "WT10.5X91"
  • "WT10.5X83"
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  • "b"
  • "ID"
  • "tw"
  • "twdet"
  • "twdet/2"
  • "tf"
  • "tfdet"
  • "t"
  • "tnom"
  • "tdes"
  • "kdes"
  • "kdet"
  • "k1"
  • "x"
  • "y"
  • "eo"
  • "xp"
  • "yp"
  • "bf/2tf"
  • "b/t"
  • "b/tdes"
  • "h/tw"
  • "h/tdes"
  • "D/t"
  • "Ix"
  • "Zx"
  • "Sx"
  • "rx"
  • "Iy"
  • "Zy"
  • "Sy"
  • "ry"
  • "Iz"
  • "rz"
  • "Sz"
  • "J"
  • "Cw"
  • "C"
  • "Wno"
  • "Sw1"
  • "Sw2"
  • "Sw3"
  • "Qf"
  • "Qw"
  • "ro"
  • "H"
  • "tan(α)"
  • "Iw"
  • "zA"
  • "zB"
  • "zC"
  • "wA"
  • "wB"
  • "wC"
  • "SwA"
  • "SwB"
  • "SwC"
  • "SzA"
  • "SzB"
  • "SzC"
  • "rts"
  • "ho"
  • "PA"
  • "PA2"
  • "PB"
  • "PC"
  • "PD"
  • "T"
  • "WGi"
  • "WGo"
nProp 0.438 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

Fig. 1. Location of warping statical moment for W-, M-, S- and HP-shapes.

Fig 2. The bolt spacing between inner and outer fastener holes when the workable gage is compatible with four holes across the flange. See AISC Manual Part 1 for additional information, in. (mm)

Fig. 3. Location of Point A, B and C for single angles.

Alvaro