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216 73RD ST SW 2024-11-07
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216 73RD ST SW 2024-11-07
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11/7/2024 11:25:35 AM
Creation date
7/30/2024 10:43:05 AM
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73RD ST SW
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216
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• • 16 of 23 <br /> Project Number: Plan Name: Sheet Number: <br /> 5230503-1XR 216 73rd St SW Everett <br /> a ( <br /> Engineer: Subject: Date: <br /> IT 26"Unreinforced Conc Beam 7/13/23 <br /> DEMAND CALCULATION <br /> number of stories II 1 stories <br /> span L 7.0 ft [max on-center pile spacing] <br /> concrete area A 216 in2 *see attached <br /> concrete self weight SW 225 plf [Includes total height w/o ACI14§14.5.1.7 redux] <br /> w DL DL 465 plf [1-story loading] <br /> w LL LL 400 plf [1-story loading] <br /> w LLr LLr 325 plf [1-story loading] <br /> •'Assuming a single span between 2 piles-in reality continuous spans between piles will have reduced moments** <br /> moment from DL Mot 4,226 lb-ft 50.7 k-in <br /> moment from LL MIL 2,450 lb-ft 29.4 k-in M =ewt' <br /> moment from Sc Ma, 1,991 lb-ft 23.9 k-in <br /> shear from DL VOL 2,415 lb 2.42 k <br /> shear from LL VLL 1,400 lb 1.40 k Kn.,=ZwL <br /> shear from SL VLL, 1,138 lb 1.14 k <br /> factored moment MLaro 71.0 k-in 1.4DL <br /> MU. 119.8 k-in 1.2DL+1.6LL+0.5SL <br /> Mtaro 128.5 k-in 1.201+1.6SL+LL <br /> controlling factored moment M„ 128.5 k-in <br /> factored shear Vtaro 3.4k 1.4DL <br /> V,, 0 5.7k 1.2DL+1.6LL+0.5SL <br /> VLaro 6.1 k 1.2DL+1.6SL+LL <br /> controlling factored shear V„ 6.1 k <br /> controlling factored bearing B„ 6.1 k Bm =Vmax <br /> STRENGTH CALCULATION <br /> concrete strength f'c 2.5 ksi assumed <br /> light art concrete mod.factor 1 1 normal weight concrete <br /> flexure strength red.factor 43tir, 0.6 ACI 318-14[Table 21.2.1] <br /> shear strength red.factor (I)shear 0.6 ACI 318-14[Table 21.2.1] <br /> bearing strength red.factor tbb,.aN„g 0.6 ACI 318-14[Table 21.2.1] <br /> 'Note that per ACI 318-14 Ch.27.3.2 a phi/actor of 0.8 can be used if dimensions and material properties are confirmed. <br /> moment of ineritia I„ 11,016 in4 *see attached <br /> elastic section modulus 5,n 1,001 in3 *see attached <br /> tens fiber to NA c 13.0 in "see attached <br /> nom flexure strength IT controls) Mn 250.3 k-in Mn=5x�5m CONTROLS ACI 318-14[Eq.14.5.2.1a] <br /> nom flexure strength(C controls) Mn 2,127.1 k-in ,.y„-o.85f;•S-, ACI 318-14[Eq.14.5.2.1b[ <br /> RESIDENTIAL CONCRETE Mn 375.4 k-in Mn=7.55ASn, X ACI 332-14[Eq.8.2.1.1] -not utilized . <br /> flexure strength 4,M„ 150.2 k-in >Mu OK I D/C=85.57% <br /> nom shear strength V 14.4 k V .;a J 1' a A AC114[Table 14.5.5.1(a)] <br /> shear strength tbv„ 8.6 k >vu OK D/C=70.81% <br /> loaded bearing area AI 74 in2 [IDEAL 2-7/8"Tru-Force Underpinning Bracket] <br /> supporting surface bearing area A2 74 in2 [If the supporting surface is>than loaded area] <br /> nom bearing strength B„ 156.6 k 0.85/1'.1, ACI14[Table 14.5.6.1(c)] <br /> bearing strength OR. 94.0 k >Bu OK D/C=6.51% <br /> Additional Verification Calc: <br /> max concrete tensile strength f, 375 psi f=7.54K ACI 318-14[Eq.19.2.3.1] <br /> max beam tensile stress F, 152 psi (Mn c) <br /> Fe= lIu <br /> f, >Ft OK 1 <br />
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