ABCDEFGHIJKLMNOPQRSTUVWXYZAAAB
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SLAB-COLUMN MOMENT
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SHEAR TRANSFERChristy
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TANK SUPPORT14:0550
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04/25/26
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Column Moment Transfer to Deck
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At column 39 to 139 Seismic
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ABCDEFGHIJKLMN
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SHEAR
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L 1 14ft
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L 2 14ft
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dia24,0in
circular column
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SlabL 2
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L n 12,0ftBeam
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d36,0in
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b 1 60,0in
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bo 188in
shear cone perimeter ACI 11.12.1.2
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perimeter needs not to approach
L 2
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the periphery of the loaded area
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closer than d/2
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Mu req1174k-ft_ultc 2
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Vu req460k_ult
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Vc 1459k
as defined in ACI 11.12.2.1 per 11.12.6.2
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Note: Get Vc from punching shear calculations.
row 30
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Ф0,85unitless
strength reduction factor
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Ф vn 0,183ksi
members without shear reinforcement
c 1 L n
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ACI 11.12.6.2 (11-40)
L 1 L 1
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0,85 * 1 459 /(188 * 36,0)
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Figure 50-1 FRAMING LAYOUT PLAN
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Vs 0,0k
additional shear capacity due to stirrups and bent-up bars
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Ф vn 0,183ksiФ vn = vu
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0,85 * (1 459,0 + 0,0) /(188,5 * 36,0)
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row 40
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vu max0,183ksi_ult
maximum shear stress allowed
Lateral force
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Jc 1296000
36,0 * (24,0 + 36,0)^3 /6
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466560
(24,0 + 36,0) * 36,0^3 /6
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3888000
36,0 * (24,0 + 36,0) * (24,0 + 36,0)^2 /2
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Jc 5650560in4
polar moment of inertia
Figure 50-2 -- The column-slab joint applied force
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and reaction.
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Ac 6786in2
punching shear area
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188,5 * 36,0
row 50
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γf 0,60ratio
% of moment transfered by flexure ACI 13.5.3.2 (13-1)
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1 /(1 + 2/3 * √ 1,0 /1,0
V - Shear
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γv 0,40ratio
% of moment transfered by shear ACI 11.12.6.1 (11-41)
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1 - 0,60
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vu transfer0,073ksi
moment transfered by shear
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Vu / Ac + γv Mu b 1 / Jc
Moment
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460,0 /6 786 + 0,40 * 1 174,0 * 60,0 /5 650 560
Figure 50-3 -- Shear stress at the critical section.
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Vu 157,2k_ult
0,073 * 36,0 * 60,0
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Note: This is similar to: P/A + Mc/I
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vu punching
0,068ksi_ult
460,0 /6 786 required
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vu sum0,141ksi_ult
vu transfer + vu punching required
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0,068 + 0,073
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OK 0,141 required < 0,183 allowed
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303,6k_ult
vu b 1 d punching shear at critical face
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0,141 * 60,0 * 36,0
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