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GRAVITEC <br /> SYSTEMS INC' <br /> Min = 18 k-in = Fy2/0 Allowable Moment <br /> MJf > M,,,.x 27%Capacity <br /> Bending(Fin)-Strong Direction <br /> Fy = 36 ksi Yield Strength <br /> w = 3.0 in Fin Width(Conservative) <br /> t = 0.625 in Fin Thickness <br /> S = 0.938 in9 = tw2/6 Section Modulus <br /> Z = 1.41 in3 = tw2/4 Plastic Section Modulus <br /> E = 29000 ksi Modulus of Elasticity <br /> 1.41 < 1.50 Z<1.65 <br /> Lb = 2.25 In = I <br /> 17.28 < 64.4 Lbw/t2<0.08E/Fy Laterlal Torsional Buckling does not apply <br /> Mm„�y = 9.63 k-in = Phi Maximum moment(y-y) <br /> MIn = 25.3 k = FyZ/C2 Allowable moment <br /> MJO > Mma 38%Capacity <br /> Bending(Fin)-Weak Direction <br /> Fy = 36 ksi Yield Strength <br /> Z = 0.29 Ina = wt2/4 Plastic Section Modulus <br /> Mm,xx = 2.88 k-in = Phyl Maximum moment(x-x) <br /> MID = 5.27 k-in = FyZ/L2 Allowable moment <br /> MJO > Mm,,, 55%Capacity <br /> Tensile Rupture(Fin) <br /> F„ = 58 ksi Tensile Strength <br /> a = 3.0 in Fin Height <br /> h = 0.5625 in Hole Diameter <br /> A. = 1.52 in2 = t(a-h) Effective net area <br /> 11,10 = 44.2 k = F„A./f2 Allowable tensile strength <br /> RID > Ph 10%Capacity <br /> Block Shear(Fin) <br /> h = 0.5625 in Hole Diameter <br /> e = 0.75 in Edge Distance(Center of hole to edge of fin) <br /> Ar, = 0.469 in2 = to Gross Shear Area <br /> Any = 0.293 in2 = t(e-h/2) Net Shear Area <br /> Ant = 0.293 in2 = t(e-h/2) Net Tensile Area <br /> Ub, = 1.0 Constant,See AISC 16.1-138 <br /> = 13.6 k = (0.6F„A„r+U j„A,K)/0 Allowable strength(controlling) <br /> R„/C2 = 13.6 k = (0.6FA,+Uh.F„AM)/C2 Allowable strength(upper limit) <br /> R„/C2 > Ph 31% Capacity <br /> Bearing(Fin) <br /> d = 0.5 in Bolt Diameter <br /> R„/C2 = 21.8 k = 2.4dtF„/C2 Available Strength <br /> RIt > Ph 20% Capacity <br /> Tear-Out(Fin) <br /> e = 0.75 in Edge Distance(Center of hole to edge of fin) <br /> = 0.4688 in = e-h/2 Clear Distance(Edge of hole to edge of fin) <br /> Fin/0 = 10.2 k = 1.21,tF„/C2 Available Strength <br /> kin > Ph 42%Capacity <br /> Weld <br /> Mmex,x = 2.88 k-In = Phyl Max Moment(x-x) <br /> Mmex.y = 9.63 k-in = Phi Max Moment(y-y) <br /> 21291 Urdahl Road NW•Poulsbo,WA 98370•206.780.2898•www.gravitec.com 6/16/2023 <br /> 1 � 30 <br />