lifting lug design_r00a

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  • 8/12/2019 Lifting Lug Design_R00A

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    1 A. CHECK ON LUG STRENGTH

    2 (1) LUG DIMENSIONS

    3

    4

    5

    6

    7

    8

    9

    10

    11 Material :

    12 SS400

    13 Fy = 235 MPa

    14 Fu = 400 MPa

    15

    16 The geometric properties are as follow :

    17 e = 85 mm

    18 T1 = t = 20 mm

    19 D = w = 180 mm

    20 d = 60 mm

    21

    22 Check dimensional requirements using AISC 360-05 Specification Section D5.2

    23

    24 1. be = 2t + 16 mm

    25= 56 mm < 60 mm Controls

    26 2. a > 1.33be

    27 60 mm > 74 mm NOT OK (See our recommendation in the last page)

    28 3. w > 2be + d

    29 180 mm > 172 mm OK

    30

    4. c

    >

    a31 60 mm > 60 mm OK

    32

    33

    34 (2) DESIGN LOAD

    35 Max. Load W = kg

    36 Impact Load Factor f = 2

    37 Design Load Wd = kg

    38 Number of lug used N = 4

    39 Design Load per Lug Fv = kg

    40 = 30 deg1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27

    11000

    22000

    5500

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    1 P = Fv/cos = kg

    2 Fh = P*sin = kg

    3

    4 = 5 deg

    5H = Fv*tan = 481 kg

    6

    7Resultan force, R = SQRT (Fv

    2+ Fh

    2+ H

    2)

    8 R = kg

    9= N

    10

    11 (3) STRENGTH CHECK

    12 a) Tensile Rupture

    13 Calculate the available tensile rupture strength on the effective net area

    14 Pn = Fu (2tbe) (Spec. Eq. D5-1)

    15= N

    16 From AISC Specification Section D5.1, the available tensile rupture strength is :

    17 Pn , where t= 2.00 for ASD

    18 t

    19 Pn = N > N --> OK

    20

    21 b) Shear Rupture

    22 Asf = 2t(a + d/2)

    23 = mm2

    24 Pn = 0.6FuAsf (Spec. Eq. D5-2)

    25= N

    26 From AISC Specification Section D5.1, the available shear rupture strength is :

    27 Pn , where sf= 2.00 for ASD

    28 sf

    29 Pn = N > N --> OK

    30

    31 c) Bearing `

    32 Apb = td

    33 = mm2

    34 Rn = 1.8FyApb (Spec. Eq. J7-1)

    35 = N

    36 From AISC Specification Section J7, the available bearing strength is :

    37 Pn , where = 2.00 for ASD

    38

    39 Pn = N > N --> OK

    40

    1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27

    62459

    1200

    507600

    25380062459

    3175

    6369.1

    62459

    6351

    896000

    448000 62459

    3600

    864000

    432000

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    1

    2d) Tensile Yielding

    3Ag = wt

    4 = mm2

    5Pn = FyAg (Spec. Eq. D2-1)

    6= N

    7 From AISC Specification Section D2, the available tensile yielding strength is :

    8 Pn , where t= 1.67 for ASD

    9 t

    10Pn = N > N --> OK

    11

    12e) Flexural Yielding

    13M = Re

    14= N.mm

    15

    16From AISC Manual Table 17-27, the geometric properties are as follow :

    17Sx = tw

    2

    186

    19= mm

    3

    20Zx = tw

    2

    214

    22= mm

    3

    23

    24e-1 Calculate Nominal Flexural Strength, Mn

    25Check limit from AISC Specification Section F11.1

    26Lbd < 0.08E , where : Lb = 85 mm

    27 t2 Fy E = MPa

    2838 < 68 ,therefore, the yielding limit state applies

    29

    30Mn = Mp

    (Spec. Eq. F11-1)31

    = FyZ < 1.6My

    321.6My = 1.6FySx

    33= N.mm

    34Mp = FyZx

    35= N.mm < N.mm --> OK

    36So, use Mn = Mp = N.mm

    37

    38e-2 Lateral-Torsional Buckling (AISC Specification Section F11.2)

    39 As per previously calculatedL

    bd

    < 0.08E , therefore, the lateral torsional buckling limit state does

    40 not apply. t2 Fy

    1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27

    4E+07

    4E+07 4E+07

    4E+07

    5309024

    108000

    162000

    199948

    3600

    846000

    506587 62459

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    1

    2From AISC Specification Section F1, the available flexural strength is :

    3 Mn , where b= 1.67 for ASD

    4 b

    5Mn = N.mm > N.mm --> OK

    6

    7Conclusion : The available strength is governed by the bearing strength limit state.

    8

    9 (4) CHECK ON WELDMENT STRENGTH

    10

    11

    12

    13

    14

    15

    16

    17

    18

    19

    20

    21

    22

    23

    24

    25Pa = N

    26a. The maximum fillet weld size that can be used notation per AISC Specification Section J2.2b

    27Because the thickness material more than 6 mm, the maximum filled weld size :

    28wfmax = t - 2 mm (Spec. J2.2b (b) )

    29 = 18 mm

    30While, from AISC Specification Table J2.4, the minimum size of fillet weld, based on a material thickness

    31 of 20 mm is 8 mm. (Spec. Table J2.4)

    32

    33 b. Length of Weld Required

    34 # The nominal weld strength per mm used = 14 mm weld.

    35 Rn = FnwAwe (Spec. Eq. J2-3, J2-4, J2-5)

    36 = 0.6FEXXAwe , where FEXX= 483 MPa

    37 = N/mm

    38

    39

    40

    1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27

    2E+07 5E+06

    62459

    2866.7

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    1

    2 Pa , where = 2.00 for ASD

    3 Rn

    4 Min. Length of weld = 44 mm, but the actual length of weld (lw) = 300 mm of weld on each side.

    5

    6 # From AISC Specification Section J2.2b, for longtudinal filled weld used alone in end connections of flat-bar

    7 tension members, the length of each fillet weld shall be not less than the perpendicular distance between them.

    8 lw > w

    9 300 mm > 180 mm --> OK

    10

    11Conclusion : Weld size use 14 mm, and length of weld use 300 mm of weld on each side.

    12

    13

    14 B. RECOMMENDATION

    15 To avoid not OK in the dimensional requirement (See page 2 row 27 in this report), We recommend to change -

    16 the dimensional as the following:

    17

    18

    19

    20

    21

    22

    23

    24

    25

    26

    27 D = w = 210 mm

    28 Check dimensional req. after updated D as per recommendation above:

    29

    30 1. be = 2t + 16 mm

    31= 56 mm < 75 mm Controls

    32 2. a > 1.33be

    33 75 mm > 74 mm OK

    34 3. w > 2be + d

    35 210 mm > 172 mm OK

    36 4. c > a

    37 75 mm > 75 mm OK

    38

    39

    40

    1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27

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