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ESR-4266 I Most Widely Accepted and Trusted Page 9 of 15 <br /> TABLE 5-HILTI STAINLESS STEEL KB-TZ2 DESIGN INFORMATION.TENSION <br /> Nominal anchor diameter(in) <br /> Design parameter Symbol Units <br /> 14 3t8 1l2 I $t8 34 <br /> in. j 1-112 1-112 2 2-112 2 2-1i2 3-1/4 t 2-14 3_',e 4 13-1i4 3-14 4-3/4 <br /> Effective min.embeament' h.r <br /> I (mm) (38) (38) (51) (64) (51) (64) I 183: (72 33 '02) I (83) I (95; :1121) <br /> Tension,steel failure modes <br /> Strength reduction factor fo: I ) I <br /> It•�a:, I Q,Hr: - 0.75 075 2.75 I --- <br /> I_.__j <br /> , ._ Ilan: 1100.9001 95.300 I 96,30E 91.600 84.100 <br /> !Min.specified yield strength f, <br /> ) (664) (632; { i580) <br /> 1b/1n2 122,400'. 120.100 120.400 ( 114,600 ( 100.500 <br /> iMin.specified ult.strength f,. <br /> (Nlmm�1 (844) (828) (830) (790) (653i <br /> 'Effective tensile stress area qM ro mIn2 0.024 1 0.051 0.099 C.164 C.23_9 <br /> (m ') (15.4) (33.2) (63.8) 106.3 =4 <br /> }I Steel stre th L. • lb 2.920 I 6.18C 11.870 15.835 24.045 <br /> ng n tension N.. <br /> (kN) "3-0 (27,5) 52.8; /3_ (107.0 <br /> Tension,concrete failure modes <br /> category • 3 1 <br /> pion factor for <br /> _ _'lout failure in •o_ ;i.ac 35 55 6.: 0.65 <br /> 'cf;e.::i„_..._ -:for <br /> luncrac,«_..:r,v'ute ^'" i 24 ?c 24 24 24 I 27 24 <br /> ;Effectiveness factor for I <br /> cracked concrete k.,' - 1 I 17 21 17 17 { 21 17 : 21 I 17 21 <br /> I <br /> Modification factor for anchor I 1 1 <br /> i <br /> resistance,tension. 4;,. I - 1.0 I 1.0 1.0 <br /> I! 1,0 1.0 <br /> luncracked concrete' <br /> ., in. 4 5 5.112 1 4 6 I 6 8 1 10 7 9 12 '0 1 10 Critical edge distance c.., #(mm) (102) (127) (140) 1 t102) (,52) (152, 203) i (254) .)178) 1 (229) (305) 1 (254; , t264) <br /> Pullout strength uncrackea lb 1,570 4,185 13,380 4;010 5 500 4.085 6.0151 8.050 <br /> concrete' Nc--, } N/A N/A N/A I NtA N/A <br /> (kN) (7.0) j (18.6) (15.0) i (17.8) (24.5) (18.2) (25.8) (35.8) ! <br /> Pullout strength cracker lb 670 { J 3.795 <br /> concrete' Ns:• N/A N/A N/A I NIA I N/A VIA N/A N/A N/A N/A NIA <br /> (kN) . (10) <br /> (39.1) <br /> !Pullout strength lb 670 18.795 <br /> Now N/A N/A N/A N/A N/A N/A 1 N/A \/A NIA NIA NA <br /> !seismic' (kN) (3.0) <br /> (39-1) <br /> iiNormali!ation facior. -y--i <br /> {uncracked concrete n„°> 0.39 N/A N!A 1 0.37 0.46 I 0.50 0.50 0.50 0.42 I 0.47 NIA 1 N1A I NIA I <br /> !N` I 1 t <br /> ormalization factor. <br /> !cracked concrete.seismic n=' 0.50 , NIA N/A N/A 1 N/A N/A N/A N.A N/r. N.A N/A I N/A 10.50 <br /> Tension,axial stiffness <br /> }Axial stiffness in service load /L^d <br /> Ib/in. i166 452 175.800 137.145 153,925 342.680 <br /> !range jk, I Ib/in. I33.8051 79.360 97,985 <br /> 69,625 ?g 7^5 <br /> For SI:1:non=25.4 mm 1 lbf=4.45 N 1 psi=0.005895 MPa For pound-inch units:1:1 rn=C.C3937 ino-es. <br /> 'Figure 2 of this report illustrates the installation parameters. <br /> 2 The KE-TZ2 is considered a ductile steel element in accordance with ACI 318-14 2.3 or ACI 318-11 0.1. <br /> 'For use with the load combinations of ACI 318-14 Section 5.3.ACI 318-11 Section 9.2 or IBC Section 1605.2.Condition 6 applies where supplementary <br /> reinforcement in conformance with ACI 318-14 section 17.3.3(c)or ACI 318-11 Section 4.3(c)is not provided,or where pryout strength governs. For cases <br /> where the presence of supplementary reinforcement can be verified,the resistance mod:fic ation factors associated with Condit:0n A for concrete breakout failure <br /> may be used. <br /> 'For all design cases W:,•=1.0. The appropriate effectiveness fatter for cracked concrete;k:)or urcrackec concrete(K _)must be used. <br /> For all design.cases,4P::=1.0. Tabular value for pullout strength is for a concrete compressive strength of 2,500 psi(17.2 MPa).Pullout strength for concrete <br /> compressive strength greater than 2,500 psi(17.2 MPa)may be increased by multiply^ng the tabular pullout strength by(`c!2.5CDT for psi.or(fr.;17,2)-for <br /> MPa,where r is given as n„for uncradtee concrete and n>for craciceo concrete.NA(not applicable)denotes that oullout strength does rot need to be <br /> conside.,es.or design <br />